Tuesday, 21 February 2012
Thursday, 16 February 2012
Conceptual question for Thermodynamics
PART 3
1.In a given process of an ideal gas,dW=0 and dQ<0 ,then for a gas
a.dT <0
b. dV>0
c.dP=0
d. dT>0
2.what is true for a free expansion process
a. dW=0
b. dQ=0
c. dU=0
d. all the above
3. Consider the following two statement
A.If heat is added to the system,it temperature must increase
B.If dW >0 then dV >0
a A & B both are correct
b A is correct only
c. B is correct only
d A &B both are wrong
4.what is true of Isothermal process
a. dT>0
b. dT=0
c. dQ=dW
d. none of the above
5. if dU=-dW for a process,the process is
a. Adiabatic
b. Isothermal
c. Isobaric
d. None of the abobe
6.What is true of a cyclic process
a.ΔQ=ΔW
b ΔU=0
c.ΔU >0
d None of the above
7. An ideal gas is taken from state A(P,V) to state B(P/2,2V) along a straight line path in P-V diagram.Select the correct statement from the following
a.The workdone by the gas in process A to B exceeds the work that would be done by it if the system were taken from A to B along a isotherm
b.in the T-V diagram ,the path AB becomes a part of a parabola,
c. In the P-T diagram,the path becomes a part of a parabola
d.In going from A to B,the temperature T of the gas first increase to a maximum and then decrease
8.Let W1,W2 are the workdone in the two process A & B by an ideal gas.ΔTA=ΔTB. Let CA and CB are the molar heat capacities in two process
Also W1 > W2. whic of the following is correct
a.CA=CB
b.CA < CB
c. CA > CB
d None of the above.
9.which of the following is correct
a. Molar heat capacity is 0 for PVy=Constant
b. Molar heat capacity is infinity in adiabatic process
c. Internal energy does not change in Isothermal Process
d. All the above
10.An ideal gas is taken from state A(P1,V1) to state B(P2,V2) by two method X & Y..which of the following is correct
a.ΔQ1-ΔW1=ΔQ2-ΔW2
b.ΔU1=ΔU2
c. ΔQ1+ΔW1=ΔQ2+ΔW2
d. None of the above
1.In a given process of an ideal gas,dW=0 and dQ<0 ,then for a gas
a.dT <0
b. dV>0
c.dP=0
d. dT>0
2.what is true for a free expansion process
a. dW=0
b. dQ=0
c. dU=0
d. all the above
3. Consider the following two statement
A.If heat is added to the system,it temperature must increase
B.If dW >0 then dV >0
a A & B both are correct
b A is correct only
c. B is correct only
d A &B both are wrong
4.what is true of Isothermal process
a. dT>0
b. dT=0
c. dQ=dW
d. none of the above
5. if dU=-dW for a process,the process is
a. Adiabatic
b. Isothermal
c. Isobaric
d. None of the abobe
6.What is true of a cyclic process
a.ΔQ=ΔW
b ΔU=0
c.ΔU >0
d None of the above
7. An ideal gas is taken from state A(P,V) to state B(P/2,2V) along a straight line path in P-V diagram.Select the correct statement from the following
a.The workdone by the gas in process A to B exceeds the work that would be done by it if the system were taken from A to B along a isotherm
b.in the T-V diagram ,the path AB becomes a part of a parabola,
c. In the P-T diagram,the path becomes a part of a parabola
d.In going from A to B,the temperature T of the gas first increase to a maximum and then decrease
8.Let W1,W2 are the workdone in the two process A & B by an ideal gas.ΔTA=ΔTB. Let CA and CB are the molar heat capacities in two process
Also W1 > W2. whic of the following is correct
a.CA=CB
b.CA < CB
c. CA > CB
d None of the above.
9.which of the following is correct
a. Molar heat capacity is 0 for PVy=Constant
b. Molar heat capacity is infinity in adiabatic process
c. Internal energy does not change in Isothermal Process
d. All the above
10.An ideal gas is taken from state A(P1,V1) to state B(P2,V2) by two method X & Y..which of the following is correct
a.ΔQ1-ΔW1=ΔQ2-ΔW2
b.ΔU1=ΔU2
c. ΔQ1+ΔW1=ΔQ2+ΔW2
d. None of the above
Conceptual question for Thermodynamics Part 4
PART 4
1. The amount of energy radiated by a body depends on
a.The nature of the surface
b. The area of the surface
c. Temperature of the surface
d. all the above
2. The wavelenght of the radiation emitted by the body depends on
a.The nature of the surface
b. The area of the surface
c. Temperature of the surface
d. all the above
3.A solid sphere and a hollow sphere of same material and size are heated to the same temperature and allowed to cool in the same surounding.If the temperature diffrence between the sphere and surrounding is T.then
a. Both sphere will cool at the same rate for all values of T
b Hollow sphere will cool faster for all values of T
c. Solid sphere will cool faster for all values of T
d. Both sphere will cool at the same rate for small values of T
4. An ideal black body is thrown in the furnace.It is observed that
a. Intially it is the darkest body and at later times the brightest
b. it is the darkest body all the times
c. It cannot be distinguish at all the times
d. Intially it is the darkest body and at later times It cannot be distinguish
5.In which of the following process,convection does not takes place
a. sea and land breeze
b.boiling of the water
c.heating air around the furnace
d.warming of glass of bulb due to filament
6.One end of a metal rod is kept in a furnace.In steady state,the temperature of the rod
a. Increase
b decrease
c. remains constant
d is non uniform
7 what is true for black body
a e=a=1
b emit radiation and absorb radiation
c. refract radiation
d none of the above
8.which one is true about thermal radiation
a. all bodies emit radiation at all temperature
b. Good reflectors are good emitters of thermal radiation
c. Thermal radiation travel in free space with the velocit of light
d. Thermal radiation are not reflected from the mirror
1. The amount of energy radiated by a body depends on
a.The nature of the surface
b. The area of the surface
c. Temperature of the surface
d. all the above
2. The wavelenght of the radiation emitted by the body depends on
a.The nature of the surface
b. The area of the surface
c. Temperature of the surface
d. all the above
3.A solid sphere and a hollow sphere of same material and size are heated to the same temperature and allowed to cool in the same surounding.If the temperature diffrence between the sphere and surrounding is T.then
a. Both sphere will cool at the same rate for all values of T
b Hollow sphere will cool faster for all values of T
c. Solid sphere will cool faster for all values of T
d. Both sphere will cool at the same rate for small values of T
4. An ideal black body is thrown in the furnace.It is observed that
a. Intially it is the darkest body and at later times the brightest
b. it is the darkest body all the times
c. It cannot be distinguish at all the times
d. Intially it is the darkest body and at later times It cannot be distinguish
5.In which of the following process,convection does not takes place
a. sea and land breeze
b.boiling of the water
c.heating air around the furnace
d.warming of glass of bulb due to filament
6.One end of a metal rod is kept in a furnace.In steady state,the temperature of the rod
a. Increase
b decrease
c. remains constant
d is non uniform
7 what is true for black body
a e=a=1
b emit radiation and absorb radiation
c. refract radiation
d none of the above
8.which one is true about thermal radiation
a. all bodies emit radiation at all temperature
b. Good reflectors are good emitters of thermal radiation
c. Thermal radiation travel in free space with the velocit of light
d. Thermal radiation are not reflected from the mirror
Conceptual question for Thermodynamics
PART 3
1.In a given process of an ideal gas,dW=0 and dQ<0 ,then for a gas
a.dT <0
b. dV>0
c.dP=0
d. dT>0
2.what is true for a free expansion process
a. dW=0
b. dQ=0
c. dU=0
d. all the above
3. Consider the following two statement
A.If heat is added to the system,it temperature must increase
B.If dW >0 then dV >0
a A & B both are correct
b A is correct only
c. B is correct only
d A &B both are wrong
4.what is true of Isothermal process
a. dT>0
b. dT=0
c. dQ=dW
d. none of the above
5. if dU=-dW for a process,the process is
a. Adiabatic
b. Isothermal
c. Isobaric
d. None of the abobe
6.What is true of a cyclic process
a.ΔQ=ΔW
b ΔU=0
c.ΔU >0
d None of the above
7. An ideal gas is taken from state A(P,V) to state B(P/2,2V) along a straight line path in P-V diagram.Select the correct statement from the following
a.The workdone by the gas in process A to B exceeds the work that would be done by it if the system were taken from A to B along a isotherm
b.in the T-V diagram ,the path AB becomes a part of a parabola,
c. In the P-T diagram,the path becomes a part of a parabola
d.In going from A to B,the temperature T of the gas first increase to a maximum and then decrease
8.Let W1,W2 are the workdone in the two process A & B by an ideal gas.ΔTA=ΔTB. Let CA and CB are the molar heat capacities in two process
Also W1 > W2. whic of the following is correct
a.CA=CB
b.CA < CB
c. CA > CB
d None of the above.
9.which of the following is correct
a. Molar heat capacity is 0 for PVy=Constant
b. Molar heat capacity is infinity in adiabatic process
c. Internal energy does not change in Isothermal Process
d. All the above
10.An ideal gas is taken from state A(P1,V1) to state B(P2,V2) by two method X & Y..which of the following is correct
a.ΔQ1-ΔW1=ΔQ2-ΔW2
b.ΔU1=ΔU2
c. ΔQ1+ΔW1=ΔQ2+ΔW2
d. None of the above
1.In a given process of an ideal gas,dW=0 and dQ<0 ,then for a gas
a.dT <0
b. dV>0
c.dP=0
d. dT>0
2.what is true for a free expansion process
a. dW=0
b. dQ=0
c. dU=0
d. all the above
3. Consider the following two statement
A.If heat is added to the system,it temperature must increase
B.If dW >0 then dV >0
a A & B both are correct
b A is correct only
c. B is correct only
d A &B both are wrong
4.what is true of Isothermal process
a. dT>0
b. dT=0
c. dQ=dW
d. none of the above
5. if dU=-dW for a process,the process is
a. Adiabatic
b. Isothermal
c. Isobaric
d. None of the abobe
6.What is true of a cyclic process
a.ΔQ=ΔW
b ΔU=0
c.ΔU >0
d None of the above
7. An ideal gas is taken from state A(P,V) to state B(P/2,2V) along a straight line path in P-V diagram.Select the correct statement from the following
a.The workdone by the gas in process A to B exceeds the work that would be done by it if the system were taken from A to B along a isotherm
b.in the T-V diagram ,the path AB becomes a part of a parabola,
c. In the P-T diagram,the path becomes a part of a parabola
d.In going from A to B,the temperature T of the gas first increase to a maximum and then decrease
8.Let W1,W2 are the workdone in the two process A & B by an ideal gas.ΔTA=ΔTB. Let CA and CB are the molar heat capacities in two process
Also W1 > W2. whic of the following is correct
a.CA=CB
b.CA < CB
c. CA > CB
d None of the above.
9.which of the following is correct
a. Molar heat capacity is 0 for PVy=Constant
b. Molar heat capacity is infinity in adiabatic process
c. Internal energy does not change in Isothermal Process
d. All the above
10.An ideal gas is taken from state A(P1,V1) to state B(P2,V2) by two method X & Y..which of the following is correct
a.ΔQ1-ΔW1=ΔQ2-ΔW2
b.ΔU1=ΔU2
c. ΔQ1+ΔW1=ΔQ2+ΔW2
d. None of the above
Conceptual question for Thermodynamics Part 4
PART 4
1. The amount of energy radiated by a body depends on
a.The nature of the surface
b. The area of the surface
c. Temperature of the surface
d. all the above
2. The wavelenght of the radiation emitted by the body depends on
a.The nature of the surface
b. The area of the surface
c. Temperature of the surface
d. all the above
3.A solid sphere and a hollow sphere of same material and size are heated to the same temperature and allowed to cool in the same surounding.If the temperature diffrence between the sphere and surrounding is T.then
a. Both sphere will cool at the same rate for all values of T
b Hollow sphere will cool faster for all values of T
c. Solid sphere will cool faster for all values of T
d. Both sphere will cool at the same rate for small values of T
4. An ideal black body is thrown in the furnace.It is observed that
a. Intially it is the darkest body and at later times the brightest
b. it is the darkest body all the times
c. It cannot be distinguish at all the times
d. Intially it is the darkest body and at later times It cannot be distinguish
5.In which of the following process,convection does not takes place
a. sea and land breeze
b.boiling of the water
c.heating air around the furnace
d.warming of glass of bulb due to filament
6.One end of a metal rod is kept in a furnace.In steady state,the temperature of the rod
a. Increase
b decrease
c. remains constant
d is non uniform
7 what is true for black body
a e=a=1
b emit radiation and absorb radiation
c. refract radiation
d none of the above
8.which one is true about thermal radiation
a. all bodies emit radiation at all temperature
b. Good reflectors are good emitters of thermal radiation
c. Thermal radiation travel in free space with the velocit of light
d. Thermal radiation are not reflected from the mirror
1. The amount of energy radiated by a body depends on
a.The nature of the surface
b. The area of the surface
c. Temperature of the surface
d. all the above
2. The wavelenght of the radiation emitted by the body depends on
a.The nature of the surface
b. The area of the surface
c. Temperature of the surface
d. all the above
3.A solid sphere and a hollow sphere of same material and size are heated to the same temperature and allowed to cool in the same surounding.If the temperature diffrence between the sphere and surrounding is T.then
a. Both sphere will cool at the same rate for all values of T
b Hollow sphere will cool faster for all values of T
c. Solid sphere will cool faster for all values of T
d. Both sphere will cool at the same rate for small values of T
4. An ideal black body is thrown in the furnace.It is observed that
a. Intially it is the darkest body and at later times the brightest
b. it is the darkest body all the times
c. It cannot be distinguish at all the times
d. Intially it is the darkest body and at later times It cannot be distinguish
5.In which of the following process,convection does not takes place
a. sea and land breeze
b.boiling of the water
c.heating air around the furnace
d.warming of glass of bulb due to filament
6.One end of a metal rod is kept in a furnace.In steady state,the temperature of the rod
a. Increase
b decrease
c. remains constant
d is non uniform
7 what is true for black body
a e=a=1
b emit radiation and absorb radiation
c. refract radiation
d none of the above
8.which one is true about thermal radiation
a. all bodies emit radiation at all temperature
b. Good reflectors are good emitters of thermal radiation
c. Thermal radiation travel in free space with the velocit of light
d. Thermal radiation are not reflected from the mirror
Conceptual Question of Thermodynamics
PART 2
1.which one is not the assumption in kinetic theory of gases
a.the molecules of the gas are in continual random motion
b. The molecules interact during the collison
c. The molecules are tiny hard sphere undergoing inelastic collision
d. The collison are of short duration
2. There are two statement
A. Equal volumes of all gases at the same temperature T and pressure P contain an equal no of Molecules
B.the no of molecules in one mole of any gas is 6.0255 * 1022.
which one of the following is correct
a. A and B both
b. A only
c B only
d. A and B both are incorrect
3.There are two statement about Ideal gases
A. The Vrms of gas molecules depends on the mass of the gas molecule and the temperature
B. The Vrms is same for all the gases at the same temperature
which one of the following is correct
a. A and B both
b. A only
c B only
d. A and B both are incorrect
4.Choose the correct statement of the following
a. The pressure of the gas is equal to the total kinetic energy of the molecules in a unit volume of the gas
b. The product of pressure and volume of the gas is always constant
c. The average kinetic energy of molecule of the gas is proportional to its absolute temperature
d. The average kinetic energy of molecule of the gas is proportional to the square root of its absolute temperature
5..which one is true according Vander Waal gas equation
a. The attractive forces between the molecules is not negligible
b Volume of the molecules is negligible as compared to the volume occupied by the gas
c. Volume of the molecules is not negligible as compared to the volume occupied by the gas
d. The attractive forces between the molecules is negligible
1.which one is not the assumption in kinetic theory of gases
a.the molecules of the gas are in continual random motion
b. The molecules interact during the collison
c. The molecules are tiny hard sphere undergoing inelastic collision
d. The collison are of short duration
2. There are two statement
A. Equal volumes of all gases at the same temperature T and pressure P contain an equal no of Molecules
B.the no of molecules in one mole of any gas is 6.0255 * 1022.
which one of the following is correct
a. A and B both
b. A only
c B only
d. A and B both are incorrect
3.There are two statement about Ideal gases
A. The Vrms of gas molecules depends on the mass of the gas molecule and the temperature
B. The Vrms is same for all the gases at the same temperature
which one of the following is correct
a. A and B both
b. A only
c B only
d. A and B both are incorrect
4.Choose the correct statement of the following
a. The pressure of the gas is equal to the total kinetic energy of the molecules in a unit volume of the gas
b. The product of pressure and volume of the gas is always constant
c. The average kinetic energy of molecule of the gas is proportional to its absolute temperature
d. The average kinetic energy of molecule of the gas is proportional to the square root of its absolute temperature
5..which one is true according Vander Waal gas equation
a. The attractive forces between the molecules is not negligible
b Volume of the molecules is negligible as compared to the volume occupied by the gas
c. Volume of the molecules is not negligible as compared to the volume occupied by the gas
d. The attractive forces between the molecules is negligible
Conceptual Question of Thermodynamics
PART 2
1.which one is not the assumption in kinetic theory of gases
a.the molecules of the gas are in continual random motion
b. The molecules interact during the collison
c. The molecules are tiny hard sphere undergoing inelastic collision
d. The collison are of short duration
2. There are two statement
A. Equal volumes of all gases at the same temperature T and pressure P contain an equal no of Molecules
B.the no of molecules in one mole of any gas is 6.0255 * 1022.
which one of the following is correct
a. A and B both
b. A only
c B only
d. A and B both are incorrect
3.There are two statement about Ideal gases
A. The Vrms of gas molecules depends on the mass of the gas molecule and the temperature
B. The Vrms is same for all the gases at the same temperature
which one of the following is correct
a. A and B both
b. A only
c B only
d. A and B both are incorrect
4.Choose the correct statement of the following
a. The pressure of the gas is equal to the total kinetic energy of the molecules in a unit volume of the gas
b. The product of pressure and volume of the gas is always constant
c. The average kinetic energy of molecule of the gas is proportional to its absolute temperature
d. The average kinetic energy of molecule of the gas is proportional to the square root of its absolute temperature
5..which one is true according Vander Waal gas equation
a. The attractive forces between the molecules is not negligible
b Volume of the molecules is negligible as compared to the volume occupied by the gas
c. Volume of the molecules is not negligible as compared to the volume occupied by the gas
d. The attractive forces between the molecules is negligible
1.which one is not the assumption in kinetic theory of gases
a.the molecules of the gas are in continual random motion
b. The molecules interact during the collison
c. The molecules are tiny hard sphere undergoing inelastic collision
d. The collison are of short duration
2. There are two statement
A. Equal volumes of all gases at the same temperature T and pressure P contain an equal no of Molecules
B.the no of molecules in one mole of any gas is 6.0255 * 1022.
which one of the following is correct
a. A and B both
b. A only
c B only
d. A and B both are incorrect
3.There are two statement about Ideal gases
A. The Vrms of gas molecules depends on the mass of the gas molecule and the temperature
B. The Vrms is same for all the gases at the same temperature
which one of the following is correct
a. A and B both
b. A only
c B only
d. A and B both are incorrect
4.Choose the correct statement of the following
a. The pressure of the gas is equal to the total kinetic energy of the molecules in a unit volume of the gas
b. The product of pressure and volume of the gas is always constant
c. The average kinetic energy of molecule of the gas is proportional to its absolute temperature
d. The average kinetic energy of molecule of the gas is proportional to the square root of its absolute temperature
5..which one is true according Vander Waal gas equation
a. The attractive forces between the molecules is not negligible
b Volume of the molecules is negligible as compared to the volume occupied by the gas
c. Volume of the molecules is not negligible as compared to the volume occupied by the gas
d. The attractive forces between the molecules is negligible
Solution
Solution of PART 1
1. (a)
There was no restriction for it expansion.So no tensile or compressive force developed.Longitudinal strains happens only when tensile or compressive force developed in the rod.So answer a
2.(c)
3.(d)
4.(c)
5. (a),(b)
6.(b)
7.(a),(c)
Due to thermal expansion,the diameter of the disc as well of the hole will increase.therefore the moment of inertia will increase resulting in a increase in the angular speed.
Solution of PART 2
1 (c)
2. (b)
3. (b)
4.(c)
5. (a),(c)
Solution of PART 3
1. (a)
dU=dQ-dW or dU=dQ as dQ is negative & dW=o
so dU is negative .dU <0 now dU =nCvdT
so nCvdT <0 or dT<0
2.(d)
3.(c) as dW=pdV so if dW> 0 the dV >0
4. (b),(c) as temperature is constant.
5. (a)
6. (a),(b)
7. (a),(b),(d)
8. (c)
9.(a),(c)
10. (a),(b)
Solution of PART 4
1. (d)
2. (c)
3. (b)
4. (a)
5. (d)
6. (d)
7. (a),(b)
8.(d)
1. (a)
There was no restriction for it expansion.So no tensile or compressive force developed.Longitudinal strains happens only when tensile or compressive force developed in the rod.So answer a
2.(c)
3.(d)
4.(c)
5. (a),(b)
6.(b)
7.(a),(c)
Due to thermal expansion,the diameter of the disc as well of the hole will increase.therefore the moment of inertia will increase resulting in a increase in the angular speed.
Solution of PART 2
1 (c)
2. (b)
3. (b)
4.(c)
5. (a),(c)
Solution of PART 3
1. (a)
dU=dQ-dW or dU=dQ as dQ is negative & dW=o
so dU is negative .dU <0 now dU =nCvdT
so nCvdT <0 or dT<0
2.(d)
3.(c) as dW=pdV so if dW> 0 the dV >0
4. (b),(c) as temperature is constant.
5. (a)
6. (a),(b)
7. (a),(b),(d)
8. (c)
9.(a),(c)
10. (a),(b)
Solution of PART 4
1. (d)
2. (c)
3. (b)
4. (a)
5. (d)
6. (d)
7. (a),(b)
8.(d)
Solution
Solution of PART 1
1. (a)
There was no restriction for it expansion.So no tensile or compressive force developed.Longitudinal strains happens only when tensile or compressive force developed in the rod.So answer a
2.(c)
3.(d)
4.(c)
5. (a),(b)
6.(b)
7.(a),(c)
Due to thermal expansion,the diameter of the disc as well of the hole will increase.therefore the moment of inertia will increase resulting in a increase in the angular speed.
Solution of PART 2
1 (c)
2. (b)
3. (b)
4.(c)
5. (a),(c)
Solution of PART 3
1. (a)
dU=dQ-dW or dU=dQ as dQ is negative & dW=o
so dU is negative .dU <0 now dU =nCvdT
so nCvdT <0 or dT<0
2.(d)
3.(c) as dW=pdV so if dW> 0 the dV >0
4. (b),(c) as temperature is constant.
5. (a)
6. (a),(b)
7. (a),(b),(d)
8. (c)
9.(a),(c)
10. (a),(b)
Solution of PART 4
1. (d)
2. (c)
3. (b)
4. (a)
5. (d)
6. (d)
7. (a),(b)
8.(d)
1. (a)
There was no restriction for it expansion.So no tensile or compressive force developed.Longitudinal strains happens only when tensile or compressive force developed in the rod.So answer a
2.(c)
3.(d)
4.(c)
5. (a),(b)
6.(b)
7.(a),(c)
Due to thermal expansion,the diameter of the disc as well of the hole will increase.therefore the moment of inertia will increase resulting in a increase in the angular speed.
Solution of PART 2
1 (c)
2. (b)
3. (b)
4.(c)
5. (a),(c)
Solution of PART 3
1. (a)
dU=dQ-dW or dU=dQ as dQ is negative & dW=o
so dU is negative .dU <0 now dU =nCvdT
so nCvdT <0 or dT<0
2.(d)
3.(c) as dW=pdV so if dW> 0 the dV >0
4. (b),(c) as temperature is constant.
5. (a)
6. (a),(b)
7. (a),(b),(d)
8. (c)
9.(a),(c)
10. (a),(b)
Solution of PART 4
1. (d)
2. (c)
3. (b)
4. (a)
5. (d)
6. (d)
7. (a),(b)
8.(d)
Conceptual questions of Thermodynamics
PART 1
1. A rod of length L having coefficent of Linear expansion α is lying freely on the floor.it is heated so that temperature changes by ΔT .Find the longitidunal strain developed in the rod
a. 0
b. αΔT
c. -αΔT
d. none of the above
2.if a is coefficent of Linear expansion,b coefficent of areal expansion,c coefficent of Volume expansion.Which of the following is true
a. b=2a
b. c=3a
c. b=3a
d. a=2b
3.which is of them is not used as the measurable properties in thermometer?
a.Resistance of platinum ire
b.Constant volume of gas
c.Contant pressure of gas
d.None of the above
4.when a solid metalic sphere is heated.the largest percentage increase occurs in its
a.Diameter
b. Surface area
c. Volume
d. density
5.the density of the liquid depends upon
a. Nature of the liquid
b. Temperature of the liquid
c. Volume of the liquid
d. Mass of the liquid
6. A metallic sphere has a cavity of diameter D at its center.If the sphere is heated,the diameter of the . cavity will
a. Decrease
b. Increase
c. Remain unchanged
d. none of the above
7.A metallic circular disc having a circular hole at its center rotates about it axis passing through the center and perpendicular to it plane.when the disc is heated
a. Its speed will decrease
b. Diameter will increase
c. Moment of inertia will increase
d. its speed will increase
1. A rod of length L having coefficent of Linear expansion α is lying freely on the floor.it is heated so that temperature changes by ΔT .Find the longitidunal strain developed in the rod
a. 0
b. αΔT
c. -αΔT
d. none of the above
2.if a is coefficent of Linear expansion,b coefficent of areal expansion,c coefficent of Volume expansion.Which of the following is true
a. b=2a
b. c=3a
c. b=3a
d. a=2b
3.which is of them is not used as the measurable properties in thermometer?
a.Resistance of platinum ire
b.Constant volume of gas
c.Contant pressure of gas
d.None of the above
4.when a solid metalic sphere is heated.the largest percentage increase occurs in its
a.Diameter
b. Surface area
c. Volume
d. density
5.the density of the liquid depends upon
a. Nature of the liquid
b. Temperature of the liquid
c. Volume of the liquid
d. Mass of the liquid
6. A metallic sphere has a cavity of diameter D at its center.If the sphere is heated,the diameter of the . cavity will
a. Decrease
b. Increase
c. Remain unchanged
d. none of the above
7.A metallic circular disc having a circular hole at its center rotates about it axis passing through the center and perpendicular to it plane.when the disc is heated
a. Its speed will decrease
b. Diameter will increase
c. Moment of inertia will increase
d. its speed will increase
Conceptual questions of Thermodynamics
PART 1
1. A rod of length L having coefficent of Linear expansion α is lying freely on the floor.it is heated so that temperature changes by ΔT .Find the longitidunal strain developed in the rod
a. 0
b. αΔT
c. -αΔT
d. none of the above
2.if a is coefficent of Linear expansion,b coefficent of areal expansion,c coefficent of Volume expansion.Which of the following is true
a. b=2a
b. c=3a
c. b=3a
d. a=2b
3.which is of them is not used as the measurable properties in thermometer?
a.Resistance of platinum ire
b.Constant volume of gas
c.Contant pressure of gas
d.None of the above
4.when a solid metalic sphere is heated.the largest percentage increase occurs in its
a.Diameter
b. Surface area
c. Volume
d. density
5.the density of the liquid depends upon
a. Nature of the liquid
b. Temperature of the liquid
c. Volume of the liquid
d. Mass of the liquid
6. A metallic sphere has a cavity of diameter D at its center.If the sphere is heated,the diameter of the . cavity will
a. Decrease
b. Increase
c. Remain unchanged
d. none of the above
7.A metallic circular disc having a circular hole at its center rotates about it axis passing through the center and perpendicular to it plane.when the disc is heated
a. Its speed will decrease
b. Diameter will increase
c. Moment of inertia will increase
d. its speed will increase
1. A rod of length L having coefficent of Linear expansion α is lying freely on the floor.it is heated so that temperature changes by ΔT .Find the longitidunal strain developed in the rod
a. 0
b. αΔT
c. -αΔT
d. none of the above
2.if a is coefficent of Linear expansion,b coefficent of areal expansion,c coefficent of Volume expansion.Which of the following is true
a. b=2a
b. c=3a
c. b=3a
d. a=2b
3.which is of them is not used as the measurable properties in thermometer?
a.Resistance of platinum ire
b.Constant volume of gas
c.Contant pressure of gas
d.None of the above
4.when a solid metalic sphere is heated.the largest percentage increase occurs in its
a.Diameter
b. Surface area
c. Volume
d. density
5.the density of the liquid depends upon
a. Nature of the liquid
b. Temperature of the liquid
c. Volume of the liquid
d. Mass of the liquid
6. A metallic sphere has a cavity of diameter D at its center.If the sphere is heated,the diameter of the . cavity will
a. Decrease
b. Increase
c. Remain unchanged
d. none of the above
7.A metallic circular disc having a circular hole at its center rotates about it axis passing through the center and perpendicular to it plane.when the disc is heated
a. Its speed will decrease
b. Diameter will increase
c. Moment of inertia will increase
d. its speed will increase
Quick Recap of Thermodynamics
Notes for Examination
Temperature
Relation between Celsius and fahrenhite scale is
TF=9/5 TC + 32°
TF - Fahrenhite Temperature
TC - Celsius Temperature
Relation between Celsius and kelvin scale is
TC = TK - 273.15 K
TK - Temperature in Kelvin
TC - Temperature in celsius
- If R0 & R100 are resistance of metak wire at ice and steam point resp then temp t can be defined corresponding to resistance RT as follows
- The pressure,volume and temperature in kelvin of such gases obey the equation
PV=nRT ----(1)
Thermal expansion
ΔL=αLΔT
Specific Heat Capacity
Gas Laws
Boyles Law: PV=constant
Charles Law : V/T=constant
Dalton Law of Partial Pressure: P=P1 + P2 +P3
Root mean Square VelocityVrms=√3RT/M
Mean Square Velocity
Vm=√8RT/πM
Average Velocity
V=√2RT/M
Also
Vrms > Vm > V
Average kinetic Energy of Gas=3/2nRT
First law of Thermodynamics
ΔU=Q-W
Gas Processes
Isothermal Process : PV=constant ,ΔU=0,Q=W,Molar Specific Heat=infinity
Adaibatic Process : PVy=constant,Q=0,ΔU=-W,Molar Specific Heat=zero
Polytropic Process : PVn=constant,Molar Specific Heat=R/y-1 + R/1-n
Volume Constant : P/T=constant W=0,ΔU=Q,Molar Specific Heat=Cv
Pressure Constant : V/T=constant ΔU=Q-W ,Molar Specific Heat=CP
Internal energy depends on Temperature.
So for same temperature change ΔT
nCvΔT=Q1-W1=Q2-W2=Q3-W3
Molar Specfic Heat Capacity of any process is given by
C=Cv + Pdv/ndT where n is no of moles of the gas
Workdone by Gas= ∫PdV
Heat Conduction
Q=-KAdT/dx
Wein displacement lawλT4=Constant
Stefan's Law
Q=eσT4
Newton law of Cooling
dT/dx=b(T-Ts)
Temperature
Relation between Celsius and fahrenhite scale is
TF=9/5 TC + 32°
TF - Fahrenhite Temperature
TC - Celsius Temperature
Relation between Celsius and kelvin scale is
TC = TK - 273.15 K
TK - Temperature in Kelvin
TC - Temperature in celsius
- If R0 & R100 are resistance of metak wire at ice and steam point resp then temp t can be defined corresponding to resistance RT as follows
| T = | (RT-R0)*100 |
| R100-R0 |
- The pressure,volume and temperature in kelvin of such gases obey the equation
PV=nRT ----(1)
Thermal expansion
ΔL=αLΔT
Specific Heat Capacity
| c = | `Q |
| nΔT |
Gas Laws
Boyles Law: PV=constant
Charles Law : V/T=constant
Dalton Law of Partial Pressure: P=P1 + P2 +P3
Root mean Square VelocityVrms=√3RT/M
Mean Square Velocity
Vm=√8RT/πM
Average Velocity
V=√2RT/M
Also
Vrms > Vm > V
Average kinetic Energy of Gas=3/2nRT
First law of Thermodynamics
ΔU=Q-W
Gas Processes
Isothermal Process : PV=constant ,ΔU=0,Q=W,Molar Specific Heat=infinity
Adaibatic Process : PVy=constant,Q=0,ΔU=-W,Molar Specific Heat=zero
Polytropic Process : PVn=constant,Molar Specific Heat=R/y-1 + R/1-n
Volume Constant : P/T=constant W=0,ΔU=Q,Molar Specific Heat=Cv
Pressure Constant : V/T=constant ΔU=Q-W ,Molar Specific Heat=CP
Internal energy depends on Temperature.
So for same temperature change ΔT
nCvΔT=Q1-W1=Q2-W2=Q3-W3
Molar Specfic Heat Capacity of any process is given by
C=Cv + Pdv/ndT where n is no of moles of the gas
Workdone by Gas= ∫PdV
Heat Conduction
Q=-KAdT/dx
Wein displacement lawλT4=Constant
Stefan's Law
Q=eσT4
Newton law of Cooling
dT/dx=b(T-Ts)
Quick Recap of Thermodynamics
Notes for Examination
Temperature
Relation between Celsius and fahrenhite scale is
TF=9/5 TC + 32°
TF - Fahrenhite Temperature
TC - Celsius Temperature
Relation between Celsius and kelvin scale is
TC = TK - 273.15 K
TK - Temperature in Kelvin
TC - Temperature in celsius
- If R0 & R100 are resistance of metak wire at ice and steam point resp then temp t can be defined corresponding to resistance RT as follows
- The pressure,volume and temperature in kelvin of such gases obey the equation
PV=nRT ----(1)
Thermal expansion
ΔL=αLΔT
Specific Heat Capacity
Gas Laws
Boyles Law: PV=constant
Charles Law : V/T=constant
Dalton Law of Partial Pressure: P=P1 + P2 +P3
Root mean Square VelocityVrms=√3RT/M
Mean Square Velocity
Vm=√8RT/πM
Average Velocity
V=√2RT/M
Also
Vrms > Vm > V
Average kinetic Energy of Gas=3/2nRT
First law of Thermodynamics
ΔU=Q-W
Gas Processes
Isothermal Process : PV=constant ,ΔU=0,Q=W,Molar Specific Heat=infinity
Adaibatic Process : PVy=constant,Q=0,ΔU=-W,Molar Specific Heat=zero
Polytropic Process : PVn=constant,Molar Specific Heat=R/y-1 + R/1-n
Volume Constant : P/T=constant W=0,ΔU=Q,Molar Specific Heat=Cv
Pressure Constant : V/T=constant ΔU=Q-W ,Molar Specific Heat=CP
Internal energy depends on Temperature.
So for same temperature change ΔT
nCvΔT=Q1-W1=Q2-W2=Q3-W3
Molar Specfic Heat Capacity of any process is given by
C=Cv + Pdv/ndT where n is no of moles of the gas
Workdone by Gas= ∫PdV
Heat Conduction
Q=-KAdT/dx
Wein displacement lawλT4=Constant
Stefan's Law
Q=eσT4
Newton law of Cooling
dT/dx=b(T-Ts)
Temperature
Relation between Celsius and fahrenhite scale is
TF=9/5 TC + 32°
TF - Fahrenhite Temperature
TC - Celsius Temperature
Relation between Celsius and kelvin scale is
TC = TK - 273.15 K
TK - Temperature in Kelvin
TC - Temperature in celsius
- If R0 & R100 are resistance of metak wire at ice and steam point resp then temp t can be defined corresponding to resistance RT as follows
| T = | (RT-R0)*100 |
| R100-R0 |
- The pressure,volume and temperature in kelvin of such gases obey the equation
PV=nRT ----(1)
Thermal expansion
ΔL=αLΔT
Specific Heat Capacity
| c = | `Q |
| nΔT |
Gas Laws
Boyles Law: PV=constant
Charles Law : V/T=constant
Dalton Law of Partial Pressure: P=P1 + P2 +P3
Root mean Square VelocityVrms=√3RT/M
Mean Square Velocity
Vm=√8RT/πM
Average Velocity
V=√2RT/M
Also
Vrms > Vm > V
Average kinetic Energy of Gas=3/2nRT
First law of Thermodynamics
ΔU=Q-W
Gas Processes
Isothermal Process : PV=constant ,ΔU=0,Q=W,Molar Specific Heat=infinity
Adaibatic Process : PVy=constant,Q=0,ΔU=-W,Molar Specific Heat=zero
Polytropic Process : PVn=constant,Molar Specific Heat=R/y-1 + R/1-n
Volume Constant : P/T=constant W=0,ΔU=Q,Molar Specific Heat=Cv
Pressure Constant : V/T=constant ΔU=Q-W ,Molar Specific Heat=CP
Internal energy depends on Temperature.
So for same temperature change ΔT
nCvΔT=Q1-W1=Q2-W2=Q3-W3
Molar Specfic Heat Capacity of any process is given by
C=Cv + Pdv/ndT where n is no of moles of the gas
Workdone by Gas= ∫PdV
Heat Conduction
Q=-KAdT/dx
Wein displacement lawλT4=Constant
Stefan's Law
Q=eσT4
Newton law of Cooling
dT/dx=b(T-Ts)
Thermal Expansion
- Increase in dimension of body due to increase in temperature is call thermal expansion
- Most of the solid material expand when heated
-Consider a rod of length L then for small change in temperature ΔT,the fractional change in length ΔL/L is directly propertional to ΔT
ΔL/L=αΔT --(2)
or ΔL=αLΔT --(3)
- constant α characterizes the thermal expansion properties of a particulaqr material and it is known as coefficient of linear expansion.
- for materials having no prefential direction,every linear dimension changes according to equation (3) and L could equally well represent the thickness of the rod,side lenght of the square sheet etc
-Normally metals expand more and have high value of α
- Agian consider the intial surface area A of any surface .Now when the temperature of the body is increases by ΔT ,the increase in surface area is given by
ΔA=αAAΔT ----(4)
where αA is the coefficient of area expansion
-Similary we can define coefficient of volume expansion as fractional change in volume ΔV/V of a substance for a temperature change ΔT
as ΔV=αVVΔT ----(5)
- K-1 is the unit of these coefficents expansions
- These three coefficent are not strictly constant for a substance and these value is depends on temperature range in which they are measured.
Relation between volume and linear coefficient of expansion for solid materail: Consider a solid parallopide with dimension L1,L2 and L3
then volume is
V= L1L2L3
when temperature increase by a amount ΔT then each linear dimension changes and then new volume is
V+ΔV=L1L2L3(1+αL )
V+ΔV=V(1+αLΔT)3
V+ΔV=V(1+3αLΔT+3αL2ΔT2+αL3ΔT3)
if ΔT is small the higher order can be neglected.Thus we find
V+ΔV=V(1+3αLΔT)
ΔV=3αLVΔT
Comparing this with equation (5) we find
αV=3αL
- Most of the solid material expand when heated
-Consider a rod of length L then for small change in temperature ΔT,the fractional change in length ΔL/L is directly propertional to ΔT
ΔL/L=αΔT --(2)
or ΔL=αLΔT --(3)
- constant α characterizes the thermal expansion properties of a particulaqr material and it is known as coefficient of linear expansion.
- for materials having no prefential direction,every linear dimension changes according to equation (3) and L could equally well represent the thickness of the rod,side lenght of the square sheet etc
-Normally metals expand more and have high value of α
- Agian consider the intial surface area A of any surface .Now when the temperature of the body is increases by ΔT ,the increase in surface area is given by
ΔA=αAAΔT ----(4)
where αA is the coefficient of area expansion
-Similary we can define coefficient of volume expansion as fractional change in volume ΔV/V of a substance for a temperature change ΔT
as ΔV=αVVΔT ----(5)
- K-1 is the unit of these coefficents expansions
- These three coefficent are not strictly constant for a substance and these value is depends on temperature range in which they are measured.
Relation between volume and linear coefficient of expansion for solid materail: Consider a solid parallopide with dimension L1,L2 and L3
then volume is
V= L1L2L3
when temperature increase by a amount ΔT then each linear dimension changes and then new volume is
V+ΔV=L1L2L3(1+αL )
V+ΔV=V(1+αLΔT)3
V+ΔV=V(1+3αLΔT+3αL2ΔT2+αL3ΔT3)
if ΔT is small the higher order can be neglected.Thus we find
V+ΔV=V(1+3αLΔT)
ΔV=3αLVΔT
Comparing this with equation (5) we find
αV=3αL
Thermal Expansion
- Increase in dimension of body due to increase in temperature is call thermal expansion
- Most of the solid material expand when heated
-Consider a rod of length L then for small change in temperature ΔT,the fractional change in length ΔL/L is directly propertional to ΔT
ΔL/L=αΔT --(2)
or ΔL=αLΔT --(3)
- constant α characterizes the thermal expansion properties of a particulaqr material and it is known as coefficient of linear expansion.
- for materials having no prefential direction,every linear dimension changes according to equation (3) and L could equally well represent the thickness of the rod,side lenght of the square sheet etc
-Normally metals expand more and have high value of α
- Agian consider the intial surface area A of any surface .Now when the temperature of the body is increases by ΔT ,the increase in surface area is given by
ΔA=αAAΔT ----(4)
where αA is the coefficient of area expansion
-Similary we can define coefficient of volume expansion as fractional change in volume ΔV/V of a substance for a temperature change ΔT
as ΔV=αVVΔT ----(5)
- K-1 is the unit of these coefficents expansions
- These three coefficent are not strictly constant for a substance and these value is depends on temperature range in which they are measured.
Relation between volume and linear coefficient of expansion for solid materail: Consider a solid parallopide with dimension L1,L2 and L3
then volume is
V= L1L2L3
when temperature increase by a amount ΔT then each linear dimension changes and then new volume is
V+ΔV=L1L2L3(1+αL )
V+ΔV=V(1+αLΔT)3
V+ΔV=V(1+3αLΔT+3αL2ΔT2+αL3ΔT3)
if ΔT is small the higher order can be neglected.Thus we find
V+ΔV=V(1+3αLΔT)
ΔV=3αLVΔT
Comparing this with equation (5) we find
αV=3αL
- Most of the solid material expand when heated
-Consider a rod of length L then for small change in temperature ΔT,the fractional change in length ΔL/L is directly propertional to ΔT
ΔL/L=αΔT --(2)
or ΔL=αLΔT --(3)
- constant α characterizes the thermal expansion properties of a particulaqr material and it is known as coefficient of linear expansion.
- for materials having no prefential direction,every linear dimension changes according to equation (3) and L could equally well represent the thickness of the rod,side lenght of the square sheet etc
-Normally metals expand more and have high value of α
- Agian consider the intial surface area A of any surface .Now when the temperature of the body is increases by ΔT ,the increase in surface area is given by
ΔA=αAAΔT ----(4)
where αA is the coefficient of area expansion
-Similary we can define coefficient of volume expansion as fractional change in volume ΔV/V of a substance for a temperature change ΔT
as ΔV=αVVΔT ----(5)
- K-1 is the unit of these coefficents expansions
- These three coefficent are not strictly constant for a substance and these value is depends on temperature range in which they are measured.
Relation between volume and linear coefficient of expansion for solid materail: Consider a solid parallopide with dimension L1,L2 and L3
then volume is
V= L1L2L3
when temperature increase by a amount ΔT then each linear dimension changes and then new volume is
V+ΔV=L1L2L3(1+αL )
V+ΔV=V(1+αLΔT)3
V+ΔV=V(1+3αLΔT+3αL2ΔT2+αL3ΔT3)
if ΔT is small the higher order can be neglected.Thus we find
V+ΔV=V(1+3αLΔT)
ΔV=3αLVΔT
Comparing this with equation (5) we find
αV=3αL
Study Tips for IITJEE
PART 1
1. Concentrate on the basic concepts.Strengthen your fundamentals.Master the basic of each chapter.Do many times so that you know the concept by heart.NCERT books are good for the concept.So first should be to study the NCERT books and familarize all the concepts.HC verma is also good for concept
2. Once you are through with the concepts,you need to develop problem solving skills.Pick one good physics and start solving the questions.Initially problems of low level should be tried and only when you have mastered them,you should go on to solving intricate JEE type problems.ALways give full attempt the question before seeing the solutions.Try to recall all the formula,concepts and try the solve the problems.Dont take too many Physics books .One or two should be sufficent.
3.JEE paper consists of questions from various units.Some units are easiar to solve.So Students should try the following order for mastering the units
Thermodynamics:It is quite simple to master this topics.JEE paper always have few question from it.So easy to score those.
Hydrostatics and Bernoulli's Principle:This is also simple.
Waves in Elastic Media:THis too is simple to master.JEE always have one or two question from it.
Interference Beats and Doppler's Effect:Similarly for this.
Electrostatics :Coloumbs law,Potential,electric question are simple to attempt.
Electromagnetic Induction
Lorentz' Forces:Simple question from it.
Circuits with Capacitors:Easier to attempt with some practice and method to solve the circuits
Modern Physics (full):Always have some question from it.Easiar to master
Collisions:JEE paper have difficult question from this but easiar then below topics.It should attempted in the last
Rotational Motion:bit tough.It should attempted in the last
Gravitation, Elasticity, S.H.M. :bit tough.It should attempted in the last
4 Once you are through with the course.You should start taking Mock test.This will give you the feel of the examination.Try to give as many as possible.Judge your speed and accuracy.You wont feel tensed and stressed on the examination day this way.
5.Make shorts notes for last revision before examination.Those should contains all the important formule which will help you in solving the problems fast.
6. Develop an habbit of judgeing the question .You should be able to judge the question whether you should go for it or not.This is very important thing.There will always few question in JEE paper which will be very tough.If you put your head in those question,you will waste your time and you will not any thing.SO it is important to judge the question.You should never attempt any question which you dont know head and tail of it.
7.Before starting doing the IITJEE paper
Step 1: Take a quick glance of the paper so that you are aware what all type of question and what all topics are given.It should be done in first three minutes
Step 2:Search for questions of topics which is strong to you.Read the questions of the topics and if you have done similar type of question and you are confident about it.Attempt that question.Do this for all the topics u are strong in
You will always find few questions in this catogory
Step 3:Now try to find the questions in your strong topics which looks easy and solvable to you
Step 4: Try to find easy and solvable question to u in the topics you are not very strong
1. Concentrate on the basic concepts.Strengthen your fundamentals.Master the basic of each chapter.Do many times so that you know the concept by heart.NCERT books are good for the concept.So first should be to study the NCERT books and familarize all the concepts.HC verma is also good for concept
2. Once you are through with the concepts,you need to develop problem solving skills.Pick one good physics and start solving the questions.Initially problems of low level should be tried and only when you have mastered them,you should go on to solving intricate JEE type problems.ALways give full attempt the question before seeing the solutions.Try to recall all the formula,concepts and try the solve the problems.Dont take too many Physics books .One or two should be sufficent.
3.JEE paper consists of questions from various units.Some units are easiar to solve.So Students should try the following order for mastering the units
Thermodynamics:It is quite simple to master this topics.JEE paper always have few question from it.So easy to score those.
Hydrostatics and Bernoulli's Principle:This is also simple.
Waves in Elastic Media:THis too is simple to master.JEE always have one or two question from it.
Interference Beats and Doppler's Effect:Similarly for this.
Electrostatics :Coloumbs law,Potential,electric question are simple to attempt.
Electromagnetic Induction
Lorentz' Forces:Simple question from it.
Circuits with Capacitors:Easier to attempt with some practice and method to solve the circuits
Modern Physics (full):Always have some question from it.Easiar to master
Collisions:JEE paper have difficult question from this but easiar then below topics.It should attempted in the last
Rotational Motion:bit tough.It should attempted in the last
Gravitation, Elasticity, S.H.M. :bit tough.It should attempted in the last
4 Once you are through with the course.You should start taking Mock test.This will give you the feel of the examination.Try to give as many as possible.Judge your speed and accuracy.You wont feel tensed and stressed on the examination day this way.
5.Make shorts notes for last revision before examination.Those should contains all the important formule which will help you in solving the problems fast.
6. Develop an habbit of judgeing the question .You should be able to judge the question whether you should go for it or not.This is very important thing.There will always few question in JEE paper which will be very tough.If you put your head in those question,you will waste your time and you will not any thing.SO it is important to judge the question.You should never attempt any question which you dont know head and tail of it.
7.Before starting doing the IITJEE paper
Step 1: Take a quick glance of the paper so that you are aware what all type of question and what all topics are given.It should be done in first three minutes
Step 2:Search for questions of topics which is strong to you.Read the questions of the topics and if you have done similar type of question and you are confident about it.Attempt that question.Do this for all the topics u are strong in
You will always find few questions in this catogory
Step 3:Now try to find the questions in your strong topics which looks easy and solvable to you
Step 4: Try to find easy and solvable question to u in the topics you are not very strong
Study Tips for IITJEE
PART 1
1. Concentrate on the basic concepts.Strengthen your fundamentals.Master the basic of each chapter.Do many times so that you know the concept by heart.NCERT books are good for the concept.So first should be to study the NCERT books and familarize all the concepts.HC verma is also good for concept
2. Once you are through with the concepts,you need to develop problem solving skills.Pick one good physics and start solving the questions.Initially problems of low level should be tried and only when you have mastered them,you should go on to solving intricate JEE type problems.ALways give full attempt the question before seeing the solutions.Try to recall all the formula,concepts and try the solve the problems.Dont take too many Physics books .One or two should be sufficent.
3.JEE paper consists of questions from various units.Some units are easiar to solve.So Students should try the following order for mastering the units
Thermodynamics:It is quite simple to master this topics.JEE paper always have few question from it.So easy to score those.
Hydrostatics and Bernoulli's Principle:This is also simple.
Waves in Elastic Media:THis too is simple to master.JEE always have one or two question from it.
Interference Beats and Doppler's Effect:Similarly for this.
Electrostatics :Coloumbs law,Potential,electric question are simple to attempt.
Electromagnetic Induction
Lorentz' Forces:Simple question from it.
Circuits with Capacitors:Easier to attempt with some practice and method to solve the circuits
Modern Physics (full):Always have some question from it.Easiar to master
Collisions:JEE paper have difficult question from this but easiar then below topics.It should attempted in the last
Rotational Motion:bit tough.It should attempted in the last
Gravitation, Elasticity, S.H.M. :bit tough.It should attempted in the last
4 Once you are through with the course.You should start taking Mock test.This will give you the feel of the examination.Try to give as many as possible.Judge your speed and accuracy.You wont feel tensed and stressed on the examination day this way.
5.Make shorts notes for last revision before examination.Those should contains all the important formule which will help you in solving the problems fast.
6. Develop an habbit of judgeing the question .You should be able to judge the question whether you should go for it or not.This is very important thing.There will always few question in JEE paper which will be very tough.If you put your head in those question,you will waste your time and you will not any thing.SO it is important to judge the question.You should never attempt any question which you dont know head and tail of it.
7.Before starting doing the IITJEE paper
Step 1: Take a quick glance of the paper so that you are aware what all type of question and what all topics are given.It should be done in first three minutes
Step 2:Search for questions of topics which is strong to you.Read the questions of the topics and if you have done similar type of question and you are confident about it.Attempt that question.Do this for all the topics u are strong in
You will always find few questions in this catogory
Step 3:Now try to find the questions in your strong topics which looks easy and solvable to you
Step 4: Try to find easy and solvable question to u in the topics you are not very strong
1. Concentrate on the basic concepts.Strengthen your fundamentals.Master the basic of each chapter.Do many times so that you know the concept by heart.NCERT books are good for the concept.So first should be to study the NCERT books and familarize all the concepts.HC verma is also good for concept
2. Once you are through with the concepts,you need to develop problem solving skills.Pick one good physics and start solving the questions.Initially problems of low level should be tried and only when you have mastered them,you should go on to solving intricate JEE type problems.ALways give full attempt the question before seeing the solutions.Try to recall all the formula,concepts and try the solve the problems.Dont take too many Physics books .One or two should be sufficent.
3.JEE paper consists of questions from various units.Some units are easiar to solve.So Students should try the following order for mastering the units
Thermodynamics:It is quite simple to master this topics.JEE paper always have few question from it.So easy to score those.
Hydrostatics and Bernoulli's Principle:This is also simple.
Waves in Elastic Media:THis too is simple to master.JEE always have one or two question from it.
Interference Beats and Doppler's Effect:Similarly for this.
Electrostatics :Coloumbs law,Potential,electric question are simple to attempt.
Electromagnetic Induction
Lorentz' Forces:Simple question from it.
Circuits with Capacitors:Easier to attempt with some practice and method to solve the circuits
Modern Physics (full):Always have some question from it.Easiar to master
Collisions:JEE paper have difficult question from this but easiar then below topics.It should attempted in the last
Rotational Motion:bit tough.It should attempted in the last
Gravitation, Elasticity, S.H.M. :bit tough.It should attempted in the last
4 Once you are through with the course.You should start taking Mock test.This will give you the feel of the examination.Try to give as many as possible.Judge your speed and accuracy.You wont feel tensed and stressed on the examination day this way.
5.Make shorts notes for last revision before examination.Those should contains all the important formule which will help you in solving the problems fast.
6. Develop an habbit of judgeing the question .You should be able to judge the question whether you should go for it or not.This is very important thing.There will always few question in JEE paper which will be very tough.If you put your head in those question,you will waste your time and you will not any thing.SO it is important to judge the question.You should never attempt any question which you dont know head and tail of it.
7.Before starting doing the IITJEE paper
Step 1: Take a quick glance of the paper so that you are aware what all type of question and what all topics are given.It should be done in first three minutes
Step 2:Search for questions of topics which is strong to you.Read the questions of the topics and if you have done similar type of question and you are confident about it.Attempt that question.Do this for all the topics u are strong in
You will always find few questions in this catogory
Step 3:Now try to find the questions in your strong topics which looks easy and solvable to you
Step 4: Try to find easy and solvable question to u in the topics you are not very strong
Study Tips for IITJEE
PART 1
1. Concentrate on the basic concepts.Strengthen your fundamentals.Master the basic of each chapter.Do many times so that you know the concept by heart.NCERT books are good for the concept.So first should be to study the NCERT books and familarize all the concepts.HC verma is also good for concept
2. Once you are through with the concepts,you need to develop problem solving skills.Pick one good physics and start solving the questions.Initially problems of low level should be tried and only when you have mastered them,you should go on to solving intricate JEE type problems.ALways give full attempt the question before seeing the solutions.Try to recall all the formula,concepts and try the solve the problems.Dont take too many Physics books .One or two should be sufficent.
3.JEE paper consists of questions from various units.Some units are easiar to solve.So Students should try the following order for mastering the units
Thermodynamics:It is quite simple to master this topics.JEE paper always have few question from it.So easy to score those.
Hydrostatics and Bernoulli's Principle:This is also simple.
Waves in Elastic Media:THis too is simple to master.JEE always have one or two question from it.
Interference Beats and Doppler's Effect:Similarly for this.
Electrostatics :Coloumbs law,Potential,electric question are simple to attempt.
Electromagnetic Induction
Lorentz' Forces:Simple question from it.
Circuits with Capacitors:Easier to attempt with some practice and method to solve the circuits
Modern Physics (full):Always have some question from it.Easiar to master
Collisions:JEE paper have difficult question from this but easiar then below topics.It should attempted in the last
Rotational Motion:bit tough.It should attempted in the last
Gravitation, Elasticity, S.H.M. :bit tough.It should attempted in the last
4 Once you are through with the course.You should start taking Mock test.This will give you the feel of the examination.Try to give as many as possible.Judge your speed and accuracy.You wont feel tensed and stressed on the examination day this way.
5.Make shorts notes for last revision before examination.Those should contains all the important formule which will help you in solving the problems fast.
6. Develop an habbit of judgeing the question .You should be able to judge the question whether you should go for it or not.This is very important thing.There will always few question in JEE paper which will be very tough.If you put your head in those question,you will waste your time and you will not any thing.SO it is important to judge the question.You should never attempt any question which you dont know head and tail of it.
7.Before starting doing the IITJEE paper
Step 1: Take a quick glance of the paper so that you are aware what all type of question and what all topics are given.It should be done in first three minutes
Step 2:Search for questions of topics which is strong to you.Read the questions of the topics and if you have done similar type of question and you are confident about it.Attempt that question.Do this for all the topics u are strong in
You will always find few questions in this catogory
Step 3:Now try to find the questions in your strong topics which looks easy and solvable to you
Step 4: Try to find easy and solvable question to u in the topics you are not very strong
1. Concentrate on the basic concepts.Strengthen your fundamentals.Master the basic of each chapter.Do many times so that you know the concept by heart.NCERT books are good for the concept.So first should be to study the NCERT books and familarize all the concepts.HC verma is also good for concept
2. Once you are through with the concepts,you need to develop problem solving skills.Pick one good physics and start solving the questions.Initially problems of low level should be tried and only when you have mastered them,you should go on to solving intricate JEE type problems.ALways give full attempt the question before seeing the solutions.Try to recall all the formula,concepts and try the solve the problems.Dont take too many Physics books .One or two should be sufficent.
3.JEE paper consists of questions from various units.Some units are easiar to solve.So Students should try the following order for mastering the units
Thermodynamics:It is quite simple to master this topics.JEE paper always have few question from it.So easy to score those.
Hydrostatics and Bernoulli's Principle:This is also simple.
Waves in Elastic Media:THis too is simple to master.JEE always have one or two question from it.
Interference Beats and Doppler's Effect:Similarly for this.
Electrostatics :Coloumbs law,Potential,electric question are simple to attempt.
Electromagnetic Induction
Lorentz' Forces:Simple question from it.
Circuits with Capacitors:Easier to attempt with some practice and method to solve the circuits
Modern Physics (full):Always have some question from it.Easiar to master
Collisions:JEE paper have difficult question from this but easiar then below topics.It should attempted in the last
Rotational Motion:bit tough.It should attempted in the last
Gravitation, Elasticity, S.H.M. :bit tough.It should attempted in the last
4 Once you are through with the course.You should start taking Mock test.This will give you the feel of the examination.Try to give as many as possible.Judge your speed and accuracy.You wont feel tensed and stressed on the examination day this way.
5.Make shorts notes for last revision before examination.Those should contains all the important formule which will help you in solving the problems fast.
6. Develop an habbit of judgeing the question .You should be able to judge the question whether you should go for it or not.This is very important thing.There will always few question in JEE paper which will be very tough.If you put your head in those question,you will waste your time and you will not any thing.SO it is important to judge the question.You should never attempt any question which you dont know head and tail of it.
7.Before starting doing the IITJEE paper
Step 1: Take a quick glance of the paper so that you are aware what all type of question and what all topics are given.It should be done in first three minutes
Step 2:Search for questions of topics which is strong to you.Read the questions of the topics and if you have done similar type of question and you are confident about it.Attempt that question.Do this for all the topics u are strong in
You will always find few questions in this catogory
Step 3:Now try to find the questions in your strong topics which looks easy and solvable to you
Step 4: Try to find easy and solvable question to u in the topics you are not very strong
Study Tips for IITJEE
PART 1
1. Concentrate on the basic concepts.Strengthen your fundamentals.Master the basic of each chapter.Do many times so that you know the concept by heart.NCERT books are good for the concept.So first should be to study the NCERT books and familarize all the concepts.HC verma is also good for concept
2. Once you are through with the concepts,you need to develop problem solving skills.Pick one good physics and start solving the questions.Initially problems of low level should be tried and only when you have mastered them,you should go on to solving intricate JEE type problems.ALways give full attempt the question before seeing the solutions.Try to recall all the formula,concepts and try the solve the problems.Dont take too many Physics books .One or two should be sufficent.
3.JEE paper consists of questions from various units.Some units are easiar to solve.So Students should try the following order for mastering the units
Thermodynamics:It is quite simple to master this topics.JEE paper always have few question from it.So easy to score those.
Hydrostatics and Bernoulli's Principle:This is also simple.
Waves in Elastic Media:THis too is simple to master.JEE always have one or two question from it.
Interference Beats and Doppler's Effect:Similarly for this.
Electrostatics :Coloumbs law,Potential,electric question are simple to attempt.
Electromagnetic Induction
Lorentz' Forces:Simple question from it.
Circuits with Capacitors:Easier to attempt with some practice and method to solve the circuits
Modern Physics (full):Always have some question from it.Easiar to master
Collisions:JEE paper have difficult question from this but easiar then below topics.It should attempted in the last
Rotational Motion:bit tough.It should attempted in the last
Gravitation, Elasticity, S.H.M. :bit tough.It should attempted in the last
4 Once you are through with the course.You should start taking Mock test.This will give you the feel of the examination.Try to give as many as possible.Judge your speed and accuracy.You wont feel tensed and stressed on the examination day this way.
5.Make shorts notes for last revision before examination.Those should contains all the important formule which will help you in solving the problems fast.
6. Develop an habbit of judgeing the question .You should be able to judge the question whether you should go for it or not.This is very important thing.There will always few question in JEE paper which will be very tough.If you put your head in those question,you will waste your time and you will not any thing.SO it is important to judge the question.You should never attempt any question which you dont know head and tail of it.
7.Before starting doing the IITJEE paper
Step 1: Take a quick glance of the paper so that you are aware what all type of question and what all topics are given.It should be done in first three minutes
Step 2:Search for questions of topics which is strong to you.Read the questions of the topics and if you have done similar type of question and you are confident about it.Attempt that question.Do this for all the topics u are strong in
You will always find few questions in this catogory
Step 3:Now try to find the questions in your strong topics which looks easy and solvable to you
Step 4: Try to find easy and solvable question to u in the topics you are not very strong
1. Concentrate on the basic concepts.Strengthen your fundamentals.Master the basic of each chapter.Do many times so that you know the concept by heart.NCERT books are good for the concept.So first should be to study the NCERT books and familarize all the concepts.HC verma is also good for concept
2. Once you are through with the concepts,you need to develop problem solving skills.Pick one good physics and start solving the questions.Initially problems of low level should be tried and only when you have mastered them,you should go on to solving intricate JEE type problems.ALways give full attempt the question before seeing the solutions.Try to recall all the formula,concepts and try the solve the problems.Dont take too many Physics books .One or two should be sufficent.
3.JEE paper consists of questions from various units.Some units are easiar to solve.So Students should try the following order for mastering the units
Thermodynamics:It is quite simple to master this topics.JEE paper always have few question from it.So easy to score those.
Hydrostatics and Bernoulli's Principle:This is also simple.
Waves in Elastic Media:THis too is simple to master.JEE always have one or two question from it.
Interference Beats and Doppler's Effect:Similarly for this.
Electrostatics :Coloumbs law,Potential,electric question are simple to attempt.
Electromagnetic Induction
Lorentz' Forces:Simple question from it.
Circuits with Capacitors:Easier to attempt with some practice and method to solve the circuits
Modern Physics (full):Always have some question from it.Easiar to master
Collisions:JEE paper have difficult question from this but easiar then below topics.It should attempted in the last
Rotational Motion:bit tough.It should attempted in the last
Gravitation, Elasticity, S.H.M. :bit tough.It should attempted in the last
4 Once you are through with the course.You should start taking Mock test.This will give you the feel of the examination.Try to give as many as possible.Judge your speed and accuracy.You wont feel tensed and stressed on the examination day this way.
5.Make shorts notes for last revision before examination.Those should contains all the important formule which will help you in solving the problems fast.
6. Develop an habbit of judgeing the question .You should be able to judge the question whether you should go for it or not.This is very important thing.There will always few question in JEE paper which will be very tough.If you put your head in those question,you will waste your time and you will not any thing.SO it is important to judge the question.You should never attempt any question which you dont know head and tail of it.
7.Before starting doing the IITJEE paper
Step 1: Take a quick glance of the paper so that you are aware what all type of question and what all topics are given.It should be done in first three minutes
Step 2:Search for questions of topics which is strong to you.Read the questions of the topics and if you have done similar type of question and you are confident about it.Attempt that question.Do this for all the topics u are strong in
You will always find few questions in this catogory
Step 3:Now try to find the questions in your strong topics which looks easy and solvable to you
Step 4: Try to find easy and solvable question to u in the topics you are not very strong
Physics Syllabus for AIEEE
Units And Measurement
Units for measurement, system of units – S.I., fundamental and derived units. Dimensions and their applications.
Description Of Motion In One Dimenstion
Motion in a straight line, uniform and non-uniform motion, their graphical representation. Uniformly accelerated motion, and its applications
Description Of Motion In Two And Three Dimensions
Scalars and vectors, vector addition, a real number, zero vector and its properties. Resolution of vectors. Scalar and vector products, uniform circular motion and its applications projectile motion.
Laws Of Motion
Force and inertia – Newton ’s Laws of Motion. Conservation of linear momentum and its applications, rocket propulsion, friction – laws of friction
Work, Energy And Power
Concept of work, energy and power. Energy – kinetic and potential. Conservation of energy and its applications, Elastic collisions in one and two dimensions. Different forms of energy.
Rotational Motion And Moment Of Inertia
Centre of mass of a two-particle system. Centre of mass of a rigid body, general motion of a rigid body, nature of rotational motion, torque, angular momentum, its conservation and applications. Moment of Inertia, parallel and perpendicular axes theorem, expression of moment of inertia for ring, disc and sphere.
Gravitation
Acceleration due to gravity, one and two-dimensional motion under gravity. Universal law of gravitation, variation in the acceleration due to gravity of the earth. Planetary motion, Kepler’s laws, artificial satellite – geostationary satellite, gravitational potential energy near the surface of earth, gravitational potential and escape velocity.
Solids And Fluids
Inter-atomic and Inter-molecular forces, states of matter.
Solids : Elastic properties, Hook’s law, Young’s modulus, bulk modulus, modulus of rigidity.
Liquids : Cohesion and adhesion. Surface energy and surface tension. Flow of fluids, Bernoulli’s theorem and its applications. Viscosity, Stoke’s Law, terminal velocity.
Oscillations
Periodic motion, simple harmonic motion and its equation of motion, energy in S.H.M., Oscillations of a spring and simple pendulum.
Waves
Wave motion, speed of a wave, longitudinal and transverse waves, superposition of waves, progressive and standing waves, free and forced Oscillations, resonance, vibration of strings and air-columns, beats, Doppler effect.
Heat And Thermodynamics
Thermal expansion of solids, liquids and gases and their specific heats, Relationship between Cp and Cv for gases, first law of thermodynamics, thermodynamic processes. Second law of thermodynamics, Carnot cycle, efficiency of heat engines. Transference Of Heat,Modes of transference of heat. Thermal conductivity. Black body radiations, Kirchoff’s Law, Wien’s law, Stefan’s law of radiation and Newton ’s law of cooling.
Electrostatics
Electric charge – its unit and conservation, Coulomb’s law, dielectric constant, electric field, lines of force, field due to dipole and its behaviour in a uniform electric field, electric flux, Gauss’s theorem and its applications. Electric potential, potential due to a point charge. Conductors and insulators, distribution of charge on conductors. Capacitance, parallel plate capacitor, combination of capacitors, energy of capacitor.
Current Electricity
Electric current and its unit, sources of energy, cells- primary and secondary, grouping of cells resistance of different materials, temperature dependence, specific resistivity, Ohm’s law, Kirchoff’s law, series and parallel circuits. Wheatstone Bridge with their applications and potentiometer with their applications.
Thermal And Chemical Effects Of Currents
Heating effects of current, electric power, simple concept of thermo-electricity – Seeback effect and thermocouple, Chemical effect of current – Faraday’s laws of electrolysis.
Magnetic Effects Of Currents
Oersted’s experiment, Bio-Savert’s law, magnetic field due to straight wire, circular loop and solenoid, force on a moving charge in a uniform magnetic field (Lorentz force), forces and torques on currents in a magnetic field, force between two current carrying wires, moving coil galvanometer and conversion to ammeter and voltmeter.
Magnetostatics
Bar magnet, magnetic field, lines of force, torque on a bar magnet in a magnetic field, earth’s magnetic field, para, dia and ferro magnetism, magnetic induction, magnetic susceptibility.
Electromagnetic Induction And Alternating Currents
Induced e.m.f., Faraday’s Law, Lenz’s Law, Self and Mutual Inductance, alternating currents, impedance and reactance, power In a.c. Circuits with L.C. And R Series Combination, resonant circuits. Transformer and A.C. generator.
Ray Optics
Reflection and refraction of light at plane and curved surfaces, total internal reflection, optical fibre; deviation and dispersion of light by a prism; Lens formula, magnification and resolving power; microscope and telescope.
Wave Optics
Wave nature of light; Interference – Young’s double slit experiment. Diffraction - diffraction due to a single slit. Elementary idea of polarization.
Electromagnetic Waves
Electromagnetic waves and their characteristics, Electromagnetic wave spectrum from gamma to radio waves – propagation of EM waves in atmosphere.
Electron And Photons
Charge on an electron, e/m for an electron, photoelectric effect and Einstein’s equation of photoelectric effect.
Atoms, Molecules And Nuclei
Alpha - particles scattering experiment, Atomic masses, size of the nucleus; radioactivity; Alpha, beta and gamma particles/ rays and their properties, radioactive decay law, half life and mean life of radio-active nuclei, binding energy, mass energy relationship, nuclear fission and nuclear fusion.
Solids And Semi-Conductors Devices
Energy bands in solids, conductors, insulators and semi-conductors, pn junction, diodes, diode as rectifier, transistor action, transistor as an amplifier.
Units for measurement, system of units – S.I., fundamental and derived units. Dimensions and their applications.
Description Of Motion In One Dimenstion
Motion in a straight line, uniform and non-uniform motion, their graphical representation. Uniformly accelerated motion, and its applications
Description Of Motion In Two And Three Dimensions
Scalars and vectors, vector addition, a real number, zero vector and its properties. Resolution of vectors. Scalar and vector products, uniform circular motion and its applications projectile motion.
Laws Of Motion
Force and inertia – Newton ’s Laws of Motion. Conservation of linear momentum and its applications, rocket propulsion, friction – laws of friction
Work, Energy And Power
Concept of work, energy and power. Energy – kinetic and potential. Conservation of energy and its applications, Elastic collisions in one and two dimensions. Different forms of energy.
Rotational Motion And Moment Of Inertia
Centre of mass of a two-particle system. Centre of mass of a rigid body, general motion of a rigid body, nature of rotational motion, torque, angular momentum, its conservation and applications. Moment of Inertia, parallel and perpendicular axes theorem, expression of moment of inertia for ring, disc and sphere.
Gravitation
Acceleration due to gravity, one and two-dimensional motion under gravity. Universal law of gravitation, variation in the acceleration due to gravity of the earth. Planetary motion, Kepler’s laws, artificial satellite – geostationary satellite, gravitational potential energy near the surface of earth, gravitational potential and escape velocity.
Solids And Fluids
Inter-atomic and Inter-molecular forces, states of matter.
Solids : Elastic properties, Hook’s law, Young’s modulus, bulk modulus, modulus of rigidity.
Liquids : Cohesion and adhesion. Surface energy and surface tension. Flow of fluids, Bernoulli’s theorem and its applications. Viscosity, Stoke’s Law, terminal velocity.
Oscillations
Periodic motion, simple harmonic motion and its equation of motion, energy in S.H.M., Oscillations of a spring and simple pendulum.
Waves
Wave motion, speed of a wave, longitudinal and transverse waves, superposition of waves, progressive and standing waves, free and forced Oscillations, resonance, vibration of strings and air-columns, beats, Doppler effect.
Heat And Thermodynamics
Thermal expansion of solids, liquids and gases and their specific heats, Relationship between Cp and Cv for gases, first law of thermodynamics, thermodynamic processes. Second law of thermodynamics, Carnot cycle, efficiency of heat engines. Transference Of Heat,Modes of transference of heat. Thermal conductivity. Black body radiations, Kirchoff’s Law, Wien’s law, Stefan’s law of radiation and Newton ’s law of cooling.
Electrostatics
Electric charge – its unit and conservation, Coulomb’s law, dielectric constant, electric field, lines of force, field due to dipole and its behaviour in a uniform electric field, electric flux, Gauss’s theorem and its applications. Electric potential, potential due to a point charge. Conductors and insulators, distribution of charge on conductors. Capacitance, parallel plate capacitor, combination of capacitors, energy of capacitor.
Current Electricity
Electric current and its unit, sources of energy, cells- primary and secondary, grouping of cells resistance of different materials, temperature dependence, specific resistivity, Ohm’s law, Kirchoff’s law, series and parallel circuits. Wheatstone Bridge with their applications and potentiometer with their applications.
Thermal And Chemical Effects Of Currents
Heating effects of current, electric power, simple concept of thermo-electricity – Seeback effect and thermocouple, Chemical effect of current – Faraday’s laws of electrolysis.
Magnetic Effects Of Currents
Oersted’s experiment, Bio-Savert’s law, magnetic field due to straight wire, circular loop and solenoid, force on a moving charge in a uniform magnetic field (Lorentz force), forces and torques on currents in a magnetic field, force between two current carrying wires, moving coil galvanometer and conversion to ammeter and voltmeter.
Magnetostatics
Bar magnet, magnetic field, lines of force, torque on a bar magnet in a magnetic field, earth’s magnetic field, para, dia and ferro magnetism, magnetic induction, magnetic susceptibility.
Electromagnetic Induction And Alternating Currents
Induced e.m.f., Faraday’s Law, Lenz’s Law, Self and Mutual Inductance, alternating currents, impedance and reactance, power In a.c. Circuits with L.C. And R Series Combination, resonant circuits. Transformer and A.C. generator.
Ray Optics
Reflection and refraction of light at plane and curved surfaces, total internal reflection, optical fibre; deviation and dispersion of light by a prism; Lens formula, magnification and resolving power; microscope and telescope.
Wave Optics
Wave nature of light; Interference – Young’s double slit experiment. Diffraction - diffraction due to a single slit. Elementary idea of polarization.
Electromagnetic Waves
Electromagnetic waves and their characteristics, Electromagnetic wave spectrum from gamma to radio waves – propagation of EM waves in atmosphere.
Electron And Photons
Charge on an electron, e/m for an electron, photoelectric effect and Einstein’s equation of photoelectric effect.
Atoms, Molecules And Nuclei
Alpha - particles scattering experiment, Atomic masses, size of the nucleus; radioactivity; Alpha, beta and gamma particles/ rays and their properties, radioactive decay law, half life and mean life of radio-active nuclei, binding energy, mass energy relationship, nuclear fission and nuclear fusion.
Solids And Semi-Conductors Devices
Energy bands in solids, conductors, insulators and semi-conductors, pn junction, diodes, diode as rectifier, transistor action, transistor as an amplifier.
Physics Syllabus for AIEEE
Units And Measurement
Units for measurement, system of units – S.I., fundamental and derived units. Dimensions and their applications.
Description Of Motion In One Dimenstion
Motion in a straight line, uniform and non-uniform motion, their graphical representation. Uniformly accelerated motion, and its applications
Description Of Motion In Two And Three Dimensions
Scalars and vectors, vector addition, a real number, zero vector and its properties. Resolution of vectors. Scalar and vector products, uniform circular motion and its applications projectile motion.
Laws Of Motion
Force and inertia – Newton ’s Laws of Motion. Conservation of linear momentum and its applications, rocket propulsion, friction – laws of friction
Work, Energy And Power
Concept of work, energy and power. Energy – kinetic and potential. Conservation of energy and its applications, Elastic collisions in one and two dimensions. Different forms of energy.
Rotational Motion And Moment Of Inertia
Centre of mass of a two-particle system. Centre of mass of a rigid body, general motion of a rigid body, nature of rotational motion, torque, angular momentum, its conservation and applications. Moment of Inertia, parallel and perpendicular axes theorem, expression of moment of inertia for ring, disc and sphere.
Gravitation
Acceleration due to gravity, one and two-dimensional motion under gravity. Universal law of gravitation, variation in the acceleration due to gravity of the earth. Planetary motion, Kepler’s laws, artificial satellite – geostationary satellite, gravitational potential energy near the surface of earth, gravitational potential and escape velocity.
Solids And Fluids
Inter-atomic and Inter-molecular forces, states of matter.
Solids : Elastic properties, Hook’s law, Young’s modulus, bulk modulus, modulus of rigidity.
Liquids : Cohesion and adhesion. Surface energy and surface tension. Flow of fluids, Bernoulli’s theorem and its applications. Viscosity, Stoke’s Law, terminal velocity.
Oscillations
Periodic motion, simple harmonic motion and its equation of motion, energy in S.H.M., Oscillations of a spring and simple pendulum.
Waves
Wave motion, speed of a wave, longitudinal and transverse waves, superposition of waves, progressive and standing waves, free and forced Oscillations, resonance, vibration of strings and air-columns, beats, Doppler effect.
Heat And Thermodynamics
Thermal expansion of solids, liquids and gases and their specific heats, Relationship between Cp and Cv for gases, first law of thermodynamics, thermodynamic processes. Second law of thermodynamics, Carnot cycle, efficiency of heat engines. Transference Of Heat,Modes of transference of heat. Thermal conductivity. Black body radiations, Kirchoff’s Law, Wien’s law, Stefan’s law of radiation and Newton ’s law of cooling.
Electrostatics
Electric charge – its unit and conservation, Coulomb’s law, dielectric constant, electric field, lines of force, field due to dipole and its behaviour in a uniform electric field, electric flux, Gauss’s theorem and its applications. Electric potential, potential due to a point charge. Conductors and insulators, distribution of charge on conductors. Capacitance, parallel plate capacitor, combination of capacitors, energy of capacitor.
Current Electricity
Electric current and its unit, sources of energy, cells- primary and secondary, grouping of cells resistance of different materials, temperature dependence, specific resistivity, Ohm’s law, Kirchoff’s law, series and parallel circuits. Wheatstone Bridge with their applications and potentiometer with their applications.
Thermal And Chemical Effects Of Currents
Heating effects of current, electric power, simple concept of thermo-electricity – Seeback effect and thermocouple, Chemical effect of current – Faraday’s laws of electrolysis.
Magnetic Effects Of Currents
Oersted’s experiment, Bio-Savert’s law, magnetic field due to straight wire, circular loop and solenoid, force on a moving charge in a uniform magnetic field (Lorentz force), forces and torques on currents in a magnetic field, force between two current carrying wires, moving coil galvanometer and conversion to ammeter and voltmeter.
Magnetostatics
Bar magnet, magnetic field, lines of force, torque on a bar magnet in a magnetic field, earth’s magnetic field, para, dia and ferro magnetism, magnetic induction, magnetic susceptibility.
Electromagnetic Induction And Alternating Currents
Induced e.m.f., Faraday’s Law, Lenz’s Law, Self and Mutual Inductance, alternating currents, impedance and reactance, power In a.c. Circuits with L.C. And R Series Combination, resonant circuits. Transformer and A.C. generator.
Ray Optics
Reflection and refraction of light at plane and curved surfaces, total internal reflection, optical fibre; deviation and dispersion of light by a prism; Lens formula, magnification and resolving power; microscope and telescope.
Wave Optics
Wave nature of light; Interference – Young’s double slit experiment. Diffraction - diffraction due to a single slit. Elementary idea of polarization.
Electromagnetic Waves
Electromagnetic waves and their characteristics, Electromagnetic wave spectrum from gamma to radio waves – propagation of EM waves in atmosphere.
Electron And Photons
Charge on an electron, e/m for an electron, photoelectric effect and Einstein’s equation of photoelectric effect.
Atoms, Molecules And Nuclei
Alpha - particles scattering experiment, Atomic masses, size of the nucleus; radioactivity; Alpha, beta and gamma particles/ rays and their properties, radioactive decay law, half life and mean life of radio-active nuclei, binding energy, mass energy relationship, nuclear fission and nuclear fusion.
Solids And Semi-Conductors Devices
Energy bands in solids, conductors, insulators and semi-conductors, pn junction, diodes, diode as rectifier, transistor action, transistor as an amplifier.
Units for measurement, system of units – S.I., fundamental and derived units. Dimensions and their applications.
Description Of Motion In One Dimenstion
Motion in a straight line, uniform and non-uniform motion, their graphical representation. Uniformly accelerated motion, and its applications
Description Of Motion In Two And Three Dimensions
Scalars and vectors, vector addition, a real number, zero vector and its properties. Resolution of vectors. Scalar and vector products, uniform circular motion and its applications projectile motion.
Laws Of Motion
Force and inertia – Newton ’s Laws of Motion. Conservation of linear momentum and its applications, rocket propulsion, friction – laws of friction
Work, Energy And Power
Concept of work, energy and power. Energy – kinetic and potential. Conservation of energy and its applications, Elastic collisions in one and two dimensions. Different forms of energy.
Rotational Motion And Moment Of Inertia
Centre of mass of a two-particle system. Centre of mass of a rigid body, general motion of a rigid body, nature of rotational motion, torque, angular momentum, its conservation and applications. Moment of Inertia, parallel and perpendicular axes theorem, expression of moment of inertia for ring, disc and sphere.
Gravitation
Acceleration due to gravity, one and two-dimensional motion under gravity. Universal law of gravitation, variation in the acceleration due to gravity of the earth. Planetary motion, Kepler’s laws, artificial satellite – geostationary satellite, gravitational potential energy near the surface of earth, gravitational potential and escape velocity.
Solids And Fluids
Inter-atomic and Inter-molecular forces, states of matter.
Solids : Elastic properties, Hook’s law, Young’s modulus, bulk modulus, modulus of rigidity.
Liquids : Cohesion and adhesion. Surface energy and surface tension. Flow of fluids, Bernoulli’s theorem and its applications. Viscosity, Stoke’s Law, terminal velocity.
Oscillations
Periodic motion, simple harmonic motion and its equation of motion, energy in S.H.M., Oscillations of a spring and simple pendulum.
Waves
Wave motion, speed of a wave, longitudinal and transverse waves, superposition of waves, progressive and standing waves, free and forced Oscillations, resonance, vibration of strings and air-columns, beats, Doppler effect.
Heat And Thermodynamics
Thermal expansion of solids, liquids and gases and their specific heats, Relationship between Cp and Cv for gases, first law of thermodynamics, thermodynamic processes. Second law of thermodynamics, Carnot cycle, efficiency of heat engines. Transference Of Heat,Modes of transference of heat. Thermal conductivity. Black body radiations, Kirchoff’s Law, Wien’s law, Stefan’s law of radiation and Newton ’s law of cooling.
Electrostatics
Electric charge – its unit and conservation, Coulomb’s law, dielectric constant, electric field, lines of force, field due to dipole and its behaviour in a uniform electric field, electric flux, Gauss’s theorem and its applications. Electric potential, potential due to a point charge. Conductors and insulators, distribution of charge on conductors. Capacitance, parallel plate capacitor, combination of capacitors, energy of capacitor.
Current Electricity
Electric current and its unit, sources of energy, cells- primary and secondary, grouping of cells resistance of different materials, temperature dependence, specific resistivity, Ohm’s law, Kirchoff’s law, series and parallel circuits. Wheatstone Bridge with their applications and potentiometer with their applications.
Thermal And Chemical Effects Of Currents
Heating effects of current, electric power, simple concept of thermo-electricity – Seeback effect and thermocouple, Chemical effect of current – Faraday’s laws of electrolysis.
Magnetic Effects Of Currents
Oersted’s experiment, Bio-Savert’s law, magnetic field due to straight wire, circular loop and solenoid, force on a moving charge in a uniform magnetic field (Lorentz force), forces and torques on currents in a magnetic field, force between two current carrying wires, moving coil galvanometer and conversion to ammeter and voltmeter.
Magnetostatics
Bar magnet, magnetic field, lines of force, torque on a bar magnet in a magnetic field, earth’s magnetic field, para, dia and ferro magnetism, magnetic induction, magnetic susceptibility.
Electromagnetic Induction And Alternating Currents
Induced e.m.f., Faraday’s Law, Lenz’s Law, Self and Mutual Inductance, alternating currents, impedance and reactance, power In a.c. Circuits with L.C. And R Series Combination, resonant circuits. Transformer and A.C. generator.
Ray Optics
Reflection and refraction of light at plane and curved surfaces, total internal reflection, optical fibre; deviation and dispersion of light by a prism; Lens formula, magnification and resolving power; microscope and telescope.
Wave Optics
Wave nature of light; Interference – Young’s double slit experiment. Diffraction - diffraction due to a single slit. Elementary idea of polarization.
Electromagnetic Waves
Electromagnetic waves and their characteristics, Electromagnetic wave spectrum from gamma to radio waves – propagation of EM waves in atmosphere.
Electron And Photons
Charge on an electron, e/m for an electron, photoelectric effect and Einstein’s equation of photoelectric effect.
Atoms, Molecules And Nuclei
Alpha - particles scattering experiment, Atomic masses, size of the nucleus; radioactivity; Alpha, beta and gamma particles/ rays and their properties, radioactive decay law, half life and mean life of radio-active nuclei, binding energy, mass energy relationship, nuclear fission and nuclear fusion.
Solids And Semi-Conductors Devices
Energy bands in solids, conductors, insulators and semi-conductors, pn junction, diodes, diode as rectifier, transistor action, transistor as an amplifier.
Physics Syllabus for IITJEE
General:
Units and dimensions
Dimensional analysis
least count
significant figures
Methods of measurement and error analysis for physical quantities pertaining to the following experiments: Experiments based on using Vernier calipers and screw gauge (micrometer), Determination of g using simple pendulum, Young’s modulus by Searle’s
method, Specific heat of a liquid using calorimeter, focal length of a concave mirror and a convex lens using u-v method, Speed of sound using resonance column, Verification of Ohm’s law using voltmeter and ammeter, and specific resistance of the material of a wire using meter bridge and post office box.
Mechanics I:
Kinematics in one and two dimensions (Cartesian coordinates only), projectiles
Uniform Circular motion
Relative velocity.
Newton’s laws of motion
Inertial and uniformly accelerated frames of reference
Static and dynamic friction
Kinetic and potential energy
Work and power
Conservation of linear momentum and mechanical energy.
Systems of particles
Centre of mass and its motion
Impulse
Elastic and inelastic collisions.
Law of gravitation
Gravitational potential and field
Acceleration due to gravity
Motion of planets and satellites in circular orbits
Escape velocity.
Mechanics II:
Rigid body
moment of inertia
parallel and perpendicular axes theorems
moment of inertia of uniform bodies with simple geometrical shapes
Angular momentum
Torque
Conservation of angular momentum
Dynamics of rigid bodies with fixed axis of rotation
Rolling without slipping of rings
cylinders and spheres
Equilibrium of rigid bodies
Collision of point masses with rigid bodies.
Hooke’s law
Young’s modulus.
FLUID MECHANICS:
Pressure in a fluid
Pascal’s law
Buoyancy
Surface energy and surface tension
capillary rise
Viscosity (Poiseuille’s equation excluded)
Stoke’s law
Terminal velocity
Streamline flow
equation of continuity
Bernoulli’s theorem and its applications.
WAVES AND OSCILLATION:
Linear and angular simple harmonic motions.
Wave motion (plane waves only)
longitudinal and transverse waves
superposition of waves
Progressive and stationary waves
Vibration of strings and air columns
Resonance; Beats
Speed of sound in gases
Doppler effect (in sound).
Thermodynamics:
Thermal expansion of solids, liquids and gases
Calorimetry
latent heat
Heat conduction in one dimension
Elementary concepts of convection and radiation
Newton’s law of cooling
Ideal gas laws
Specific heats (Cv and Cp for monoatomic and diatomic gases)
Isothermal and adiabatic processes
bulk modulus of gases
Equivalence of heat and work
First law of thermodynamics and its applications (only for ideal gases)
Blackbody radiation
absorptive and emissive powers
Kirchhoff’s law
Wien’s displacement law
Stefan’s law.
Electricity And Magnetism:
Coulomb’s law
Electric field and potential
Electrical potential energy of a system of point charges and of electrical dipoles in a uniform electrostatic field
Electric field lines
Flux of electric field
Gauss’s law and its application in simple cases, such as, to find field due to infinitely long straight wire
uniformly charged infinite plane sheet and uniformly charged thin spherical shell.
Capacitance
Parallel plate capacitor with and without dielectrics
Capacitors in series and parallel
Energy stored in a capacitor.
Electric current
Ohm’s law; Series and parallel arrangements of resistances and cells; Kirchhoff’s laws and simple applications; Heating effect of current.
Biot–Savart’s law and Ampere’s law
Magnetic field near a current-carrying straight wire, along the axis of a circular coil and inside a long straight solenoid;
Force on a moving charge and on a current-carrying wire in a uniform magnetic field.
Magnetic moment of a current loop
Effect of a uniform magnetic field on a current loop
Moving coil galvanometer, voltmeter, ammeter and their conversions.
Electromagnetic induction
Faraday’s law, Lenz’s law
Self and mutual inductance
RC, LR and LC circuits with d.c. and a.c. sources.
Optics:
Rectilinear propagation of light
Reflection and refraction at plane and spherical surfaces
Total internal reflection
Deviation and dispersion of light by a prism
Thin lenses
Combinations of mirrors and thin lenses
Magnification.
Wave nature of light
Huygen’s principle, interference limited to Young’s double-slit experiment.
Modern physics:
Atomic nucleus
Alpha, beta and gamma radiations
Law of radioactive decay
Decay constant
Half-life and mean life
Binding energy and its calculation
Fission and fusion processes
Energy calculation in these processes.
Photoelectric effect
Bohr’s theory of hydrogen-like atoms
Characteristic and continuous X-rays
Moseley’s law
de Broglie wavelength of matter waves.
Units and dimensions
Dimensional analysis
least count
significant figures
Methods of measurement and error analysis for physical quantities pertaining to the following experiments: Experiments based on using Vernier calipers and screw gauge (micrometer), Determination of g using simple pendulum, Young’s modulus by Searle’s
method, Specific heat of a liquid using calorimeter, focal length of a concave mirror and a convex lens using u-v method, Speed of sound using resonance column, Verification of Ohm’s law using voltmeter and ammeter, and specific resistance of the material of a wire using meter bridge and post office box.
Mechanics I:
Kinematics in one and two dimensions (Cartesian coordinates only), projectiles
Uniform Circular motion
Relative velocity.
Newton’s laws of motion
Inertial and uniformly accelerated frames of reference
Static and dynamic friction
Kinetic and potential energy
Work and power
Conservation of linear momentum and mechanical energy.
Systems of particles
Centre of mass and its motion
Impulse
Elastic and inelastic collisions.
Law of gravitation
Gravitational potential and field
Acceleration due to gravity
Motion of planets and satellites in circular orbits
Escape velocity.
Mechanics II:
Rigid body
moment of inertia
parallel and perpendicular axes theorems
moment of inertia of uniform bodies with simple geometrical shapes
Angular momentum
Torque
Conservation of angular momentum
Dynamics of rigid bodies with fixed axis of rotation
Rolling without slipping of rings
cylinders and spheres
Equilibrium of rigid bodies
Collision of point masses with rigid bodies.
Hooke’s law
Young’s modulus.
FLUID MECHANICS:
Pressure in a fluid
Pascal’s law
Buoyancy
Surface energy and surface tension
capillary rise
Viscosity (Poiseuille’s equation excluded)
Stoke’s law
Terminal velocity
Streamline flow
equation of continuity
Bernoulli’s theorem and its applications.
WAVES AND OSCILLATION:
Linear and angular simple harmonic motions.
Wave motion (plane waves only)
longitudinal and transverse waves
superposition of waves
Progressive and stationary waves
Vibration of strings and air columns
Resonance; Beats
Speed of sound in gases
Doppler effect (in sound).
Thermodynamics:
Thermal expansion of solids, liquids and gases
Calorimetry
latent heat
Heat conduction in one dimension
Elementary concepts of convection and radiation
Newton’s law of cooling
Ideal gas laws
Specific heats (Cv and Cp for monoatomic and diatomic gases)
Isothermal and adiabatic processes
bulk modulus of gases
Equivalence of heat and work
First law of thermodynamics and its applications (only for ideal gases)
Blackbody radiation
absorptive and emissive powers
Kirchhoff’s law
Wien’s displacement law
Stefan’s law.
Electricity And Magnetism:
Coulomb’s law
Electric field and potential
Electrical potential energy of a system of point charges and of electrical dipoles in a uniform electrostatic field
Electric field lines
Flux of electric field
Gauss’s law and its application in simple cases, such as, to find field due to infinitely long straight wire
uniformly charged infinite plane sheet and uniformly charged thin spherical shell.
Capacitance
Parallel plate capacitor with and without dielectrics
Capacitors in series and parallel
Energy stored in a capacitor.
Electric current
Ohm’s law; Series and parallel arrangements of resistances and cells; Kirchhoff’s laws and simple applications; Heating effect of current.
Biot–Savart’s law and Ampere’s law
Magnetic field near a current-carrying straight wire, along the axis of a circular coil and inside a long straight solenoid;
Force on a moving charge and on a current-carrying wire in a uniform magnetic field.
Magnetic moment of a current loop
Effect of a uniform magnetic field on a current loop
Moving coil galvanometer, voltmeter, ammeter and their conversions.
Electromagnetic induction
Faraday’s law, Lenz’s law
Self and mutual inductance
RC, LR and LC circuits with d.c. and a.c. sources.
Optics:
Rectilinear propagation of light
Reflection and refraction at plane and spherical surfaces
Total internal reflection
Deviation and dispersion of light by a prism
Thin lenses
Combinations of mirrors and thin lenses
Magnification.
Wave nature of light
Huygen’s principle, interference limited to Young’s double-slit experiment.
Modern physics:
Atomic nucleus
Alpha, beta and gamma radiations
Law of radioactive decay
Decay constant
Half-life and mean life
Binding energy and its calculation
Fission and fusion processes
Energy calculation in these processes.
Photoelectric effect
Bohr’s theory of hydrogen-like atoms
Characteristic and continuous X-rays
Moseley’s law
de Broglie wavelength of matter waves.
Physics Syllabus for IITJEE
General:
Units and dimensions
Dimensional analysis
least count
significant figures
Methods of measurement and error analysis for physical quantities pertaining to the following experiments: Experiments based on using Vernier calipers and screw gauge (micrometer), Determination of g using simple pendulum, Young’s modulus by Searle’s
method, Specific heat of a liquid using calorimeter, focal length of a concave mirror and a convex lens using u-v method, Speed of sound using resonance column, Verification of Ohm’s law using voltmeter and ammeter, and specific resistance of the material of a wire using meter bridge and post office box.
Mechanics I:
Kinematics in one and two dimensions (Cartesian coordinates only), projectiles
Uniform Circular motion
Relative velocity.
Newton’s laws of motion
Inertial and uniformly accelerated frames of reference
Static and dynamic friction
Kinetic and potential energy
Work and power
Conservation of linear momentum and mechanical energy.
Systems of particles
Centre of mass and its motion
Impulse
Elastic and inelastic collisions.
Law of gravitation
Gravitational potential and field
Acceleration due to gravity
Motion of planets and satellites in circular orbits
Escape velocity.
Mechanics II:
Rigid body
moment of inertia
parallel and perpendicular axes theorems
moment of inertia of uniform bodies with simple geometrical shapes
Angular momentum
Torque
Conservation of angular momentum
Dynamics of rigid bodies with fixed axis of rotation
Rolling without slipping of rings
cylinders and spheres
Equilibrium of rigid bodies
Collision of point masses with rigid bodies.
Hooke’s law
Young’s modulus.
FLUID MECHANICS:
Pressure in a fluid
Pascal’s law
Buoyancy
Surface energy and surface tension
capillary rise
Viscosity (Poiseuille’s equation excluded)
Stoke’s law
Terminal velocity
Streamline flow
equation of continuity
Bernoulli’s theorem and its applications.
WAVES AND OSCILLATION:
Linear and angular simple harmonic motions.
Wave motion (plane waves only)
longitudinal and transverse waves
superposition of waves
Progressive and stationary waves
Vibration of strings and air columns
Resonance; Beats
Speed of sound in gases
Doppler effect (in sound).
Thermodynamics:
Thermal expansion of solids, liquids and gases
Calorimetry
latent heat
Heat conduction in one dimension
Elementary concepts of convection and radiation
Newton’s law of cooling
Ideal gas laws
Specific heats (Cv and Cp for monoatomic and diatomic gases)
Isothermal and adiabatic processes
bulk modulus of gases
Equivalence of heat and work
First law of thermodynamics and its applications (only for ideal gases)
Blackbody radiation
absorptive and emissive powers
Kirchhoff’s law
Wien’s displacement law
Stefan’s law.
Electricity And Magnetism:
Coulomb’s law
Electric field and potential
Electrical potential energy of a system of point charges and of electrical dipoles in a uniform electrostatic field
Electric field lines
Flux of electric field
Gauss’s law and its application in simple cases, such as, to find field due to infinitely long straight wire
uniformly charged infinite plane sheet and uniformly charged thin spherical shell.
Capacitance
Parallel plate capacitor with and without dielectrics
Capacitors in series and parallel
Energy stored in a capacitor.
Electric current
Ohm’s law; Series and parallel arrangements of resistances and cells; Kirchhoff’s laws and simple applications; Heating effect of current.
Biot–Savart’s law and Ampere’s law
Magnetic field near a current-carrying straight wire, along the axis of a circular coil and inside a long straight solenoid;
Force on a moving charge and on a current-carrying wire in a uniform magnetic field.
Magnetic moment of a current loop
Effect of a uniform magnetic field on a current loop
Moving coil galvanometer, voltmeter, ammeter and their conversions.
Electromagnetic induction
Faraday’s law, Lenz’s law
Self and mutual inductance
RC, LR and LC circuits with d.c. and a.c. sources.
Optics:
Rectilinear propagation of light
Reflection and refraction at plane and spherical surfaces
Total internal reflection
Deviation and dispersion of light by a prism
Thin lenses
Combinations of mirrors and thin lenses
Magnification.
Wave nature of light
Huygen’s principle, interference limited to Young’s double-slit experiment.
Modern physics:
Atomic nucleus
Alpha, beta and gamma radiations
Law of radioactive decay
Decay constant
Half-life and mean life
Binding energy and its calculation
Fission and fusion processes
Energy calculation in these processes.
Photoelectric effect
Bohr’s theory of hydrogen-like atoms
Characteristic and continuous X-rays
Moseley’s law
de Broglie wavelength of matter waves.
Units and dimensions
Dimensional analysis
least count
significant figures
Methods of measurement and error analysis for physical quantities pertaining to the following experiments: Experiments based on using Vernier calipers and screw gauge (micrometer), Determination of g using simple pendulum, Young’s modulus by Searle’s
method, Specific heat of a liquid using calorimeter, focal length of a concave mirror and a convex lens using u-v method, Speed of sound using resonance column, Verification of Ohm’s law using voltmeter and ammeter, and specific resistance of the material of a wire using meter bridge and post office box.
Mechanics I:
Kinematics in one and two dimensions (Cartesian coordinates only), projectiles
Uniform Circular motion
Relative velocity.
Newton’s laws of motion
Inertial and uniformly accelerated frames of reference
Static and dynamic friction
Kinetic and potential energy
Work and power
Conservation of linear momentum and mechanical energy.
Systems of particles
Centre of mass and its motion
Impulse
Elastic and inelastic collisions.
Law of gravitation
Gravitational potential and field
Acceleration due to gravity
Motion of planets and satellites in circular orbits
Escape velocity.
Mechanics II:
Rigid body
moment of inertia
parallel and perpendicular axes theorems
moment of inertia of uniform bodies with simple geometrical shapes
Angular momentum
Torque
Conservation of angular momentum
Dynamics of rigid bodies with fixed axis of rotation
Rolling without slipping of rings
cylinders and spheres
Equilibrium of rigid bodies
Collision of point masses with rigid bodies.
Hooke’s law
Young’s modulus.
FLUID MECHANICS:
Pressure in a fluid
Pascal’s law
Buoyancy
Surface energy and surface tension
capillary rise
Viscosity (Poiseuille’s equation excluded)
Stoke’s law
Terminal velocity
Streamline flow
equation of continuity
Bernoulli’s theorem and its applications.
WAVES AND OSCILLATION:
Linear and angular simple harmonic motions.
Wave motion (plane waves only)
longitudinal and transverse waves
superposition of waves
Progressive and stationary waves
Vibration of strings and air columns
Resonance; Beats
Speed of sound in gases
Doppler effect (in sound).
Thermodynamics:
Thermal expansion of solids, liquids and gases
Calorimetry
latent heat
Heat conduction in one dimension
Elementary concepts of convection and radiation
Newton’s law of cooling
Ideal gas laws
Specific heats (Cv and Cp for monoatomic and diatomic gases)
Isothermal and adiabatic processes
bulk modulus of gases
Equivalence of heat and work
First law of thermodynamics and its applications (only for ideal gases)
Blackbody radiation
absorptive and emissive powers
Kirchhoff’s law
Wien’s displacement law
Stefan’s law.
Electricity And Magnetism:
Coulomb’s law
Electric field and potential
Electrical potential energy of a system of point charges and of electrical dipoles in a uniform electrostatic field
Electric field lines
Flux of electric field
Gauss’s law and its application in simple cases, such as, to find field due to infinitely long straight wire
uniformly charged infinite plane sheet and uniformly charged thin spherical shell.
Capacitance
Parallel plate capacitor with and without dielectrics
Capacitors in series and parallel
Energy stored in a capacitor.
Electric current
Ohm’s law; Series and parallel arrangements of resistances and cells; Kirchhoff’s laws and simple applications; Heating effect of current.
Biot–Savart’s law and Ampere’s law
Magnetic field near a current-carrying straight wire, along the axis of a circular coil and inside a long straight solenoid;
Force on a moving charge and on a current-carrying wire in a uniform magnetic field.
Magnetic moment of a current loop
Effect of a uniform magnetic field on a current loop
Moving coil galvanometer, voltmeter, ammeter and their conversions.
Electromagnetic induction
Faraday’s law, Lenz’s law
Self and mutual inductance
RC, LR and LC circuits with d.c. and a.c. sources.
Optics:
Rectilinear propagation of light
Reflection and refraction at plane and spherical surfaces
Total internal reflection
Deviation and dispersion of light by a prism
Thin lenses
Combinations of mirrors and thin lenses
Magnification.
Wave nature of light
Huygen’s principle, interference limited to Young’s double-slit experiment.
Modern physics:
Atomic nucleus
Alpha, beta and gamma radiations
Law of radioactive decay
Decay constant
Half-life and mean life
Binding energy and its calculation
Fission and fusion processes
Energy calculation in these processes.
Photoelectric effect
Bohr’s theory of hydrogen-like atoms
Characteristic and continuous X-rays
Moseley’s law
de Broglie wavelength of matter waves.
IITJEE Test series Electric Potential
Multiple choice question with only one answer
1.The elctrical potential energy of an islolated metal sphere of radius R and total Charge Q
a. Q2/4πεR
b. Q2/8πεR
c. Q2/2πεR
d. Q2/16πεR
2. A electric dipole is placed at +q(-a,0) and -q(a,o) in the xy plane.Find the workdone by the electric lines on charge which is moved from point (0,a) to (0,-a).
a. zero
b. p/4πεr2
c. -p/4πεr2
d. none of the above
3.Find the electric field at the centre of the uniformly charged semicircular arc of of Radius R and linear charge density λ
a.λ/2πεa
b.λ/4πεa
c. λ/πεa
d. none of these
4.An electric dipole placed in a uniform electric field experiences
a. A torque but no force
b A force but no torque
c. Both force and torque
d neither a force and torque
5.A charge q is placed at the center of the line joining two equal charges Q.The system of three charges will be in equilibrium if q equal is
a. -Q/2
b. Q/2
c. Q/4
d. -Q/4
Multiple choice questions with one or more answer
6.Choose the correct statement
a.if electric field is zero at the point then electric potential must be also zero at that point
b.Two diffrent equipotential surface can intersect
c.if electric potential is constant in a given region then electric field must be zero in that region
d. Electrons move from higher potential to lower potential
7.A spherical conductor shell has charge Q on it and Radius of the spherical shell is R
a. Electric potential decrease with 0< r < infinity
b Electric field decrease with with 0< r < infinity
c Electric potential is non zero constant for 0< r < =R and decrease for R< r < infinity
d Electric field is zero for 0< r < =R and decrease for R< r < infinity
8.Electric potential V(x,y) of a electrostatic field E=a(yi +xj) where a is constant
a.V(x,y)-V(0,0)=-axy
b.V(x,y)-V(1,1)=-axy+a
c.V(x,y)-V(1,1)=-axy-a
d. None of the these
Assertion and Reason
a) Statement I is true ,statement II is true ,statement II is correct explanation for statement I
b) Statement I is true ,statement II is true ,statement II is not a correct explanation for statement I
c) Statement I is true,Statement II is false
d) Statement I is False,Statement II is True
9.
STATEMENT I:Electrix flux through any closed surface around point charge is independent of the size and shape
STATEMENT II.φ=∫ E.da
10.
STATEMENT I:Electric potential inside the spherical conductor shell is nonzero constant
STATEMENT II:Electric field inside the shell is zero
11.
STATEMENT I:Electric Field on the surface of a conductor is less at the sharp corners
STATEMENT II: Surface charge density on conductor surface is inversely proportional to the radius of curvature
1.The elctrical potential energy of an islolated metal sphere of radius R and total Charge Q
a. Q2/4πεR
b. Q2/8πεR
c. Q2/2πεR
d. Q2/16πεR
2. A electric dipole is placed at +q(-a,0) and -q(a,o) in the xy plane.Find the workdone by the electric lines on charge which is moved from point (0,a) to (0,-a).
a. zero
b. p/4πεr2
c. -p/4πεr2
d. none of the above
3.Find the electric field at the centre of the uniformly charged semicircular arc of of Radius R and linear charge density λ
a.λ/2πεa
b.λ/4πεa
c. λ/πεa
d. none of these
4.An electric dipole placed in a uniform electric field experiences
a. A torque but no force
b A force but no torque
c. Both force and torque
d neither a force and torque
5.A charge q is placed at the center of the line joining two equal charges Q.The system of three charges will be in equilibrium if q equal is
a. -Q/2
b. Q/2
c. Q/4
d. -Q/4
Multiple choice questions with one or more answer
6.Choose the correct statement
a.if electric field is zero at the point then electric potential must be also zero at that point
b.Two diffrent equipotential surface can intersect
c.if electric potential is constant in a given region then electric field must be zero in that region
d. Electrons move from higher potential to lower potential
7.A spherical conductor shell has charge Q on it and Radius of the spherical shell is R
a. Electric potential decrease with 0< r < infinity
b Electric field decrease with with 0< r < infinity
c Electric potential is non zero constant for 0< r < =R and decrease for R< r < infinity
d Electric field is zero for 0< r < =R and decrease for R< r < infinity
8.Electric potential V(x,y) of a electrostatic field E=a(yi +xj) where a is constant
a.V(x,y)-V(0,0)=-axy
b.V(x,y)-V(1,1)=-axy+a
c.V(x,y)-V(1,1)=-axy-a
d. None of the these
Assertion and Reason
a) Statement I is true ,statement II is true ,statement II is correct explanation for statement I
b) Statement I is true ,statement II is true ,statement II is not a correct explanation for statement I
c) Statement I is true,Statement II is false
d) Statement I is False,Statement II is True
9.
STATEMENT I:Electrix flux through any closed surface around point charge is independent of the size and shape
STATEMENT II.φ=∫ E.da
10.
STATEMENT I:Electric potential inside the spherical conductor shell is nonzero constant
STATEMENT II:Electric field inside the shell is zero
11.
STATEMENT I:Electric Field on the surface of a conductor is less at the sharp corners
STATEMENT II: Surface charge density on conductor surface is inversely proportional to the radius of curvature
IITJEE Test series Electric Potential
Multiple choice question with only one answer
1.The elctrical potential energy of an islolated metal sphere of radius R and total Charge Q
a. Q2/4πεR
b. Q2/8πεR
c. Q2/2πεR
d. Q2/16πεR
2. A electric dipole is placed at +q(-a,0) and -q(a,o) in the xy plane.Find the workdone by the electric lines on charge which is moved from point (0,a) to (0,-a).
a. zero
b. p/4πεr2
c. -p/4πεr2
d. none of the above
3.Find the electric field at the centre of the uniformly charged semicircular arc of of Radius R and linear charge density λ
a.λ/2πεa
b.λ/4πεa
c. λ/πεa
d. none of these
4.An electric dipole placed in a uniform electric field experiences
a. A torque but no force
b A force but no torque
c. Both force and torque
d neither a force and torque
5.A charge q is placed at the center of the line joining two equal charges Q.The system of three charges will be in equilibrium if q equal is
a. -Q/2
b. Q/2
c. Q/4
d. -Q/4
Multiple choice questions with one or more answer
6.Choose the correct statement
a.if electric field is zero at the point then electric potential must be also zero at that point
b.Two diffrent equipotential surface can intersect
c.if electric potential is constant in a given region then electric field must be zero in that region
d. Electrons move from higher potential to lower potential
7.A spherical conductor shell has charge Q on it and Radius of the spherical shell is R
a. Electric potential decrease with 0< r < infinity
b Electric field decrease with with 0< r < infinity
c Electric potential is non zero constant for 0< r < =R and decrease for R< r < infinity
d Electric field is zero for 0< r < =R and decrease for R< r < infinity
8.Electric potential V(x,y) of a electrostatic field E=a(yi +xj) where a is constant
a.V(x,y)-V(0,0)=-axy
b.V(x,y)-V(1,1)=-axy+a
c.V(x,y)-V(1,1)=-axy-a
d. None of the these
Assertion and Reason
a) Statement I is true ,statement II is true ,statement II is correct explanation for statement I
b) Statement I is true ,statement II is true ,statement II is not a correct explanation for statement I
c) Statement I is true,Statement II is false
d) Statement I is False,Statement II is True
9.
STATEMENT I:Electrix flux through any closed surface around point charge is independent of the size and shape
STATEMENT II.φ=∫ E.da
10.
STATEMENT I:Electric potential inside the spherical conductor shell is nonzero constant
STATEMENT II:Electric field inside the shell is zero
11.
STATEMENT I:Electric Field on the surface of a conductor is less at the sharp corners
STATEMENT II: Surface charge density on conductor surface is inversely proportional to the radius of curvature
1.The elctrical potential energy of an islolated metal sphere of radius R and total Charge Q
a. Q2/4πεR
b. Q2/8πεR
c. Q2/2πεR
d. Q2/16πεR
2. A electric dipole is placed at +q(-a,0) and -q(a,o) in the xy plane.Find the workdone by the electric lines on charge which is moved from point (0,a) to (0,-a).
a. zero
b. p/4πεr2
c. -p/4πεr2
d. none of the above
3.Find the electric field at the centre of the uniformly charged semicircular arc of of Radius R and linear charge density λ
a.λ/2πεa
b.λ/4πεa
c. λ/πεa
d. none of these
4.An electric dipole placed in a uniform electric field experiences
a. A torque but no force
b A force but no torque
c. Both force and torque
d neither a force and torque
5.A charge q is placed at the center of the line joining two equal charges Q.The system of three charges will be in equilibrium if q equal is
a. -Q/2
b. Q/2
c. Q/4
d. -Q/4
Multiple choice questions with one or more answer
6.Choose the correct statement
a.if electric field is zero at the point then electric potential must be also zero at that point
b.Two diffrent equipotential surface can intersect
c.if electric potential is constant in a given region then electric field must be zero in that region
d. Electrons move from higher potential to lower potential
7.A spherical conductor shell has charge Q on it and Radius of the spherical shell is R
a. Electric potential decrease with 0< r < infinity
b Electric field decrease with with 0< r < infinity
c Electric potential is non zero constant for 0< r < =R and decrease for R< r < infinity
d Electric field is zero for 0< r < =R and decrease for R< r < infinity
8.Electric potential V(x,y) of a electrostatic field E=a(yi +xj) where a is constant
a.V(x,y)-V(0,0)=-axy
b.V(x,y)-V(1,1)=-axy+a
c.V(x,y)-V(1,1)=-axy-a
d. None of the these
Assertion and Reason
a) Statement I is true ,statement II is true ,statement II is correct explanation for statement I
b) Statement I is true ,statement II is true ,statement II is not a correct explanation for statement I
c) Statement I is true,Statement II is false
d) Statement I is False,Statement II is True
9.
STATEMENT I:Electrix flux through any closed surface around point charge is independent of the size and shape
STATEMENT II.φ=∫ E.da
10.
STATEMENT I:Electric potential inside the spherical conductor shell is nonzero constant
STATEMENT II:Electric field inside the shell is zero
11.
STATEMENT I:Electric Field on the surface of a conductor is less at the sharp corners
STATEMENT II: Surface charge density on conductor surface is inversely proportional to the radius of curvature
IIT JEE Test Series(Electricity-1)
IIT JEE Test Series(Electricity-1)
Multiple choice question with only one answer
1.A rod lies along the x-axis with one end at the origin and other at x->∞it caries a uniform charge λ C/m.Find the electric field at the point x=-a on the x-axis
a. -(λ/4πε0a)i
b.-(λ/4πε0a2)i
c. (λ/4πε0a)i
d. (λ/4πε0a2)i
2.Twelve charges of charge q are situated at the corners of the 12 sided polygon of side a.What is the net force on the charge Q at the center
a. Zero
b. 3qQ/πε0a2
c. qQ/πε0a2
d None of the above
3.Two positive point charge are placed at the distance a apart have sum Q.What values of the charges,coulumb force between them is maximum
a.q1=q1=Q/2
b. q1=3Q/4 ,q2=Q/4
c. q1=5Q/6 ,q2=Q/6
d Non of the above
4.A metallic shell having inner radius R1 and outer radii R2 has a point charge Q kept inside the cavity.Electric field in the region R1 < r < R2 where r is the distance from the center is given by
a depends on the value of r
b zero
c, Constant and nonzero everywhere
d. None of the above
5.Consider two statements
A)The force with which two charges interact is not changed by the presence of the other charges
B)Electric force expierenced by the charge particle due to number of fixed point charges is vector resultant of the forces expierence due to individual charges
a) A and B both are correct
b) A is correct only
c) B is correct only
d. A and B both are wrong
Multiple choice question with more than one answer
6)A metallic sold sphere of radius R is given the charge Q.Which of the following statement is true then
a) Electric field at points 0< r < R is zero
b) Charge Q is on the outer surface of the sphere
c) Electric field at r>R is given by Q/4πε0r2
d) Electric field is perpendicular to the surface of the sphere
7)A simple pendulum consists of a small sphere of mass and posutive charge q is suspended by the string of length L.The pendulum is placed in the electric field of strength E directed vertically downwards.Which of the following is true
a)Time period of oscillation=T=2π√L/(g+qE/m)
b)Time period of oscillation=T=2π√L/(g-qE/m)
c) Tension in the string when the pendulum is at rest =mq+qE
d)Tension in the string when the pendulum is at rest =mq-qE
8)A rod lies on the x-axis with end end at x=-L and other end at x=L with uniform charge λ C/m.Which of the following is true
a.Electric field at any point (0,y) on the y-axis is given by
E=(2kλL/y√(y2+L2))j
b. For point on the Y-axis greater than y>>>>L
E=(2kλL/y2)j
c. Electric field if L->∞
E=2kλ/y
d. None of the above
9. A particle of mass m and charge q is thrown horizontally with a velocity v from top of the building of height H.An electric field exists in the plane and it is horizontally away from the building
which of the following is true
a) Range of the particle is greater than v√(2H/g)
b) Time of flight is √(2H/g)
c) Path is parabolic
d None of the above
Assertion and Reason
a) Statement I is true ,statement II is true ,statement II is correct explanation for statement I
b) Statement I is true ,statement II is true ,statement II is not a correct explanation for statement I
c) Statement I is true,Statement II is false
d) Statement I is False,Statement II is True
10.
STATEMENT I:There is no electric field in conducter in electrostatics
STATEMENT II:There are plenty of free electron in the conductor which moves in such a way to cancel all the electric field
11.
STATEMENT I:Coulumb law of forces are a action reaction pair
STATEMENT II:Coulumb law of forces are non conservative in nature
12.
STATEMENT I:Two electric lines of forces never intersect
STATEMENT II:Electric lines of forces originate from -ve charge and terminate on +ve charge
13.
STATEMENT I:Excess charge given to conductor always reside on the outer surface
STATEMENT II:E is zero inside the bulk material of the conductor
Matrix Match type
14) A metallic shell is having a charge q at the center.Column I gives the location of the charge,Column II defines the charge distribution on the surface due to the charge.You have to match the statement in Column I to column II
Column I
A) q is at the center
B) q is displaced from the center
C) An excess charge Q is given to the metallic shell
D) An Charge Q is placed near the shell
Column II
P)Charge distribution is uniform at the inner surface of the metallic shell
Q)Charge distribution is non uniform at the inner surface of the metallic shell
R)Charge distribution is uniform at the outer surface of the metallic shell
S)Charge distribution is non uniform at the outer surface of the metallic shell
Linked Comprehension Type
A electric charge q of mass m is projected horizontally with a velocity v in the Uniform elctric field which occupies limited space in the region.Electric field E is vertically upwards.And the limited region of the electric field is of length a.Assuming X axis as horizontal and Y-axis as vertical.And let us assumes charge start from origin in the electric field.
Answer following question based on this
15)Horizontal components and Vertical components of the velocity when it passes through the end of the field i.e at x=a
a)v,qEa/mv
b)v,qE/mv
c)qEa/mv,a
d)qE/mv,v
16) Equation of the motion of the particle
a) staright line
b) parabola
c) circle
d) none of the above
17) if the charge get deflected by angle α when it comes out of electric field ,then which one is true
a) tanα=qEa/mv2
b) tanα=qEa/mv
c) sinα=qEa/mv
d) sinα=qEa/mv2
1.A rod lies along the x-axis with one end at the origin and other at x->∞it caries a uniform charge λ C/m.Find the electric field at the point x=-a on the x-axis
a. -(λ/4πε0a)i
b.-(λ/4πε0a2)i
c. (λ/4πε0a)i
d. (λ/4πε0a2)i
2.Twelve charges of charge q are situated at the corners of the 12 sided polygon of side a.What is the net force on the charge Q at the center
a. Zero
b. 3qQ/πε0a2
c. qQ/πε0a2
d None of the above
3.Two positive point charge are placed at the distance a apart have sum Q.What values of the charges,coulumb force between them is maximum
a.q1=q1=Q/2
b. q1=3Q/4 ,q2=Q/4
c. q1=5Q/6 ,q2=Q/6
d Non of the above
4.A metallic shell having inner radius R1 and outer radii R2 has a point charge Q kept inside the cavity.Electric field in the region R1 < r < R2 where r is the distance from the center is given by
a depends on the value of r
b zero
c, Constant and nonzero everywhere
d. None of the above
5.Consider two statements
A)The force with which two charges interact is not changed by the presence of the other charges
B)Electric force expierenced by the charge particle due to number of fixed point charges is vector resultant of the forces expierence due to individual charges
a) A and B both are correct
b) A is correct only
c) B is correct only
d. A and B both are wrong
Multiple choice question with more than one answer
6)A metallic sold sphere of radius R is given the charge Q.Which of the following statement is true then
a) Electric field at points 0< r < R is zero
b) Charge Q is on the outer surface of the sphere
c) Electric field at r>R is given by Q/4πε0r2
d) Electric field is perpendicular to the surface of the sphere
7)A simple pendulum consists of a small sphere of mass and posutive charge q is suspended by the string of length L.The pendulum is placed in the electric field of strength E directed vertically downwards.Which of the following is true
a)Time period of oscillation=T=2π√L/(g+qE/m)
b)Time period of oscillation=T=2π√L/(g-qE/m)
c) Tension in the string when the pendulum is at rest =mq+qE
d)Tension in the string when the pendulum is at rest =mq-qE
8)A rod lies on the x-axis with end end at x=-L and other end at x=L with uniform charge λ C/m.Which of the following is true
a.Electric field at any point (0,y) on the y-axis is given by
E=(2kλL/y√(y2+L2))j
b. For point on the Y-axis greater than y>>>>L
E=(2kλL/y2)j
c. Electric field if L->∞
E=2kλ/y
d. None of the above
9. A particle of mass m and charge q is thrown horizontally with a velocity v from top of the building of height H.An electric field exists in the plane and it is horizontally away from the building
which of the following is true
a) Range of the particle is greater than v√(2H/g)
b) Time of flight is √(2H/g)
c) Path is parabolic
d None of the above
Assertion and Reason
a) Statement I is true ,statement II is true ,statement II is correct explanation for statement I
b) Statement I is true ,statement II is true ,statement II is not a correct explanation for statement I
c) Statement I is true,Statement II is false
d) Statement I is False,Statement II is True
10.
STATEMENT I:There is no electric field in conducter in electrostatics
STATEMENT II:There are plenty of free electron in the conductor which moves in such a way to cancel all the electric field
11.
STATEMENT I:Coulumb law of forces are a action reaction pair
STATEMENT II:Coulumb law of forces are non conservative in nature
12.
STATEMENT I:Two electric lines of forces never intersect
STATEMENT II:Electric lines of forces originate from -ve charge and terminate on +ve charge
13.
STATEMENT I:Excess charge given to conductor always reside on the outer surface
STATEMENT II:E is zero inside the bulk material of the conductor
Matrix Match type
14) A metallic shell is having a charge q at the center.Column I gives the location of the charge,Column II defines the charge distribution on the surface due to the charge.You have to match the statement in Column I to column II
Column I
A) q is at the center
B) q is displaced from the center
C) An excess charge Q is given to the metallic shell
D) An Charge Q is placed near the shell
Column II
P)Charge distribution is uniform at the inner surface of the metallic shell
Q)Charge distribution is non uniform at the inner surface of the metallic shell
R)Charge distribution is uniform at the outer surface of the metallic shell
S)Charge distribution is non uniform at the outer surface of the metallic shell
Linked Comprehension Type
A electric charge q of mass m is projected horizontally with a velocity v in the Uniform elctric field which occupies limited space in the region.Electric field E is vertically upwards.And the limited region of the electric field is of length a.Assuming X axis as horizontal and Y-axis as vertical.And let us assumes charge start from origin in the electric field.
Answer following question based on this
15)Horizontal components and Vertical components of the velocity when it passes through the end of the field i.e at x=a
a)v,qEa/mv
b)v,qE/mv
c)qEa/mv,a
d)qE/mv,v
16) Equation of the motion of the particle
a) staright line
b) parabola
c) circle
d) none of the above
17) if the charge get deflected by angle α when it comes out of electric field ,then which one is true
a) tanα=qEa/mv2
b) tanα=qEa/mv
c) sinα=qEa/mv
d) sinα=qEa/mv2
Multiple choice question with only one answer
1.
Ans (a)
2.
Ans (a)
3.
Ans (A)
4.
Ans (b)
5.
Ans (A)
Multiple choice question with more than one answer
6)
Ans (all)
7)
Ans a,c
8)
Ans a,b,c
9.
Ans a,b
10.
Ans (a)
11.
Ans (c)
12.
Ans (c)
13.
Ans (a)
Matrix Match type
Ans
A-P,R
B-Q,R
C-P,R
D- P,S
Linked Comprehension Type
1)
Ans (a)
2)
Ans (b)
3)
Ans (a)
IIT JEE Test Series(Electricity-1)
IIT JEE Test Series(Electricity-1)
Multiple choice question with only one answer
1.A rod lies along the x-axis with one end at the origin and other at x->∞it caries a uniform charge λ C/m.Find the electric field at the point x=-a on the x-axis
a. -(λ/4πε0a)i
b.-(λ/4πε0a2)i
c. (λ/4πε0a)i
d. (λ/4πε0a2)i
2.Twelve charges of charge q are situated at the corners of the 12 sided polygon of side a.What is the net force on the charge Q at the center
a. Zero
b. 3qQ/πε0a2
c. qQ/πε0a2
d None of the above
3.Two positive point charge are placed at the distance a apart have sum Q.What values of the charges,coulumb force between them is maximum
a.q1=q1=Q/2
b. q1=3Q/4 ,q2=Q/4
c. q1=5Q/6 ,q2=Q/6
d Non of the above
4.A metallic shell having inner radius R1 and outer radii R2 has a point charge Q kept inside the cavity.Electric field in the region R1 < r < R2 where r is the distance from the center is given by
a depends on the value of r
b zero
c, Constant and nonzero everywhere
d. None of the above
5.Consider two statements
A)The force with which two charges interact is not changed by the presence of the other charges
B)Electric force expierenced by the charge particle due to number of fixed point charges is vector resultant of the forces expierence due to individual charges
a) A and B both are correct
b) A is correct only
c) B is correct only
d. A and B both are wrong
Multiple choice question with more than one answer
6)A metallic sold sphere of radius R is given the charge Q.Which of the following statement is true then
a) Electric field at points 0< r < R is zero
b) Charge Q is on the outer surface of the sphere
c) Electric field at r>R is given by Q/4πε0r2
d) Electric field is perpendicular to the surface of the sphere
7)A simple pendulum consists of a small sphere of mass and posutive charge q is suspended by the string of length L.The pendulum is placed in the electric field of strength E directed vertically downwards.Which of the following is true
a)Time period of oscillation=T=2π√L/(g+qE/m)
b)Time period of oscillation=T=2π√L/(g-qE/m)
c) Tension in the string when the pendulum is at rest =mq+qE
d)Tension in the string when the pendulum is at rest =mq-qE
8)A rod lies on the x-axis with end end at x=-L and other end at x=L with uniform charge λ C/m.Which of the following is true
a.Electric field at any point (0,y) on the y-axis is given by
E=(2kλL/y√(y2+L2))j
b. For point on the Y-axis greater than y>>>>L
E=(2kλL/y2)j
c. Electric field if L->∞
E=2kλ/y
d. None of the above
9. A particle of mass m and charge q is thrown horizontally with a velocity v from top of the building of height H.An electric field exists in the plane and it is horizontally away from the building
which of the following is true
a) Range of the particle is greater than v√(2H/g)
b) Time of flight is √(2H/g)
c) Path is parabolic
d None of the above
Assertion and Reason
a) Statement I is true ,statement II is true ,statement II is correct explanation for statement I
b) Statement I is true ,statement II is true ,statement II is not a correct explanation for statement I
c) Statement I is true,Statement II is false
d) Statement I is False,Statement II is True
10.
STATEMENT I:There is no electric field in conducter in electrostatics
STATEMENT II:There are plenty of free electron in the conductor which moves in such a way to cancel all the electric field
11.
STATEMENT I:Coulumb law of forces are a action reaction pair
STATEMENT II:Coulumb law of forces are non conservative in nature
12.
STATEMENT I:Two electric lines of forces never intersect
STATEMENT II:Electric lines of forces originate from -ve charge and terminate on +ve charge
13.
STATEMENT I:Excess charge given to conductor always reside on the outer surface
STATEMENT II:E is zero inside the bulk material of the conductor
Matrix Match type
14) A metallic shell is having a charge q at the center.Column I gives the location of the charge,Column II defines the charge distribution on the surface due to the charge.You have to match the statement in Column I to column II
Column I
A) q is at the center
B) q is displaced from the center
C) An excess charge Q is given to the metallic shell
D) An Charge Q is placed near the shell
Column II
P)Charge distribution is uniform at the inner surface of the metallic shell
Q)Charge distribution is non uniform at the inner surface of the metallic shell
R)Charge distribution is uniform at the outer surface of the metallic shell
S)Charge distribution is non uniform at the outer surface of the metallic shell
Linked Comprehension Type
A electric charge q of mass m is projected horizontally with a velocity v in the Uniform elctric field which occupies limited space in the region.Electric field E is vertically upwards.And the limited region of the electric field is of length a.Assuming X axis as horizontal and Y-axis as vertical.And let us assumes charge start from origin in the electric field.
Answer following question based on this
15)Horizontal components and Vertical components of the velocity when it passes through the end of the field i.e at x=a
a)v,qEa/mv
b)v,qE/mv
c)qEa/mv,a
d)qE/mv,v
16) Equation of the motion of the particle
a) staright line
b) parabola
c) circle
d) none of the above
17) if the charge get deflected by angle α when it comes out of electric field ,then which one is true
a) tanα=qEa/mv2
b) tanα=qEa/mv
c) sinα=qEa/mv
d) sinα=qEa/mv2
1.A rod lies along the x-axis with one end at the origin and other at x->∞it caries a uniform charge λ C/m.Find the electric field at the point x=-a on the x-axis
a. -(λ/4πε0a)i
b.-(λ/4πε0a2)i
c. (λ/4πε0a)i
d. (λ/4πε0a2)i
2.Twelve charges of charge q are situated at the corners of the 12 sided polygon of side a.What is the net force on the charge Q at the center
a. Zero
b. 3qQ/πε0a2
c. qQ/πε0a2
d None of the above
3.Two positive point charge are placed at the distance a apart have sum Q.What values of the charges,coulumb force between them is maximum
a.q1=q1=Q/2
b. q1=3Q/4 ,q2=Q/4
c. q1=5Q/6 ,q2=Q/6
d Non of the above
4.A metallic shell having inner radius R1 and outer radii R2 has a point charge Q kept inside the cavity.Electric field in the region R1 < r < R2 where r is the distance from the center is given by
a depends on the value of r
b zero
c, Constant and nonzero everywhere
d. None of the above
5.Consider two statements
A)The force with which two charges interact is not changed by the presence of the other charges
B)Electric force expierenced by the charge particle due to number of fixed point charges is vector resultant of the forces expierence due to individual charges
a) A and B both are correct
b) A is correct only
c) B is correct only
d. A and B both are wrong
Multiple choice question with more than one answer
6)A metallic sold sphere of radius R is given the charge Q.Which of the following statement is true then
a) Electric field at points 0< r < R is zero
b) Charge Q is on the outer surface of the sphere
c) Electric field at r>R is given by Q/4πε0r2
d) Electric field is perpendicular to the surface of the sphere
7)A simple pendulum consists of a small sphere of mass and posutive charge q is suspended by the string of length L.The pendulum is placed in the electric field of strength E directed vertically downwards.Which of the following is true
a)Time period of oscillation=T=2π√L/(g+qE/m)
b)Time period of oscillation=T=2π√L/(g-qE/m)
c) Tension in the string when the pendulum is at rest =mq+qE
d)Tension in the string when the pendulum is at rest =mq-qE
8)A rod lies on the x-axis with end end at x=-L and other end at x=L with uniform charge λ C/m.Which of the following is true
a.Electric field at any point (0,y) on the y-axis is given by
E=(2kλL/y√(y2+L2))j
b. For point on the Y-axis greater than y>>>>L
E=(2kλL/y2)j
c. Electric field if L->∞
E=2kλ/y
d. None of the above
9. A particle of mass m and charge q is thrown horizontally with a velocity v from top of the building of height H.An electric field exists in the plane and it is horizontally away from the building
which of the following is true
a) Range of the particle is greater than v√(2H/g)
b) Time of flight is √(2H/g)
c) Path is parabolic
d None of the above
Assertion and Reason
a) Statement I is true ,statement II is true ,statement II is correct explanation for statement I
b) Statement I is true ,statement II is true ,statement II is not a correct explanation for statement I
c) Statement I is true,Statement II is false
d) Statement I is False,Statement II is True
10.
STATEMENT I:There is no electric field in conducter in electrostatics
STATEMENT II:There are plenty of free electron in the conductor which moves in such a way to cancel all the electric field
11.
STATEMENT I:Coulumb law of forces are a action reaction pair
STATEMENT II:Coulumb law of forces are non conservative in nature
12.
STATEMENT I:Two electric lines of forces never intersect
STATEMENT II:Electric lines of forces originate from -ve charge and terminate on +ve charge
13.
STATEMENT I:Excess charge given to conductor always reside on the outer surface
STATEMENT II:E is zero inside the bulk material of the conductor
Matrix Match type
14) A metallic shell is having a charge q at the center.Column I gives the location of the charge,Column II defines the charge distribution on the surface due to the charge.You have to match the statement in Column I to column II
Column I
A) q is at the center
B) q is displaced from the center
C) An excess charge Q is given to the metallic shell
D) An Charge Q is placed near the shell
Column II
P)Charge distribution is uniform at the inner surface of the metallic shell
Q)Charge distribution is non uniform at the inner surface of the metallic shell
R)Charge distribution is uniform at the outer surface of the metallic shell
S)Charge distribution is non uniform at the outer surface of the metallic shell
Linked Comprehension Type
A electric charge q of mass m is projected horizontally with a velocity v in the Uniform elctric field which occupies limited space in the region.Electric field E is vertically upwards.And the limited region of the electric field is of length a.Assuming X axis as horizontal and Y-axis as vertical.And let us assumes charge start from origin in the electric field.
Answer following question based on this
15)Horizontal components and Vertical components of the velocity when it passes through the end of the field i.e at x=a
a)v,qEa/mv
b)v,qE/mv
c)qEa/mv,a
d)qE/mv,v
16) Equation of the motion of the particle
a) staright line
b) parabola
c) circle
d) none of the above
17) if the charge get deflected by angle α when it comes out of electric field ,then which one is true
a) tanα=qEa/mv2
b) tanα=qEa/mv
c) sinα=qEa/mv
d) sinα=qEa/mv2
Multiple choice question with only one answer
1.
Ans (a)
2.
Ans (a)
3.
Ans (A)
4.
Ans (b)
5.
Ans (A)
Multiple choice question with more than one answer
6)
Ans (all)
7)
Ans a,c
8)
Ans a,b,c
9.
Ans a,b
10.
Ans (a)
11.
Ans (c)
12.
Ans (c)
13.
Ans (a)
Matrix Match type
Ans
A-P,R
B-Q,R
C-P,R
D- P,S
Linked Comprehension Type
1)
Ans (a)
2)
Ans (b)
3)
Ans (a)
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