[" Heat capacity is "],[qquad [(dQ)/(dT)],[dQ times dT]],[" ( "quad dQ-dT]

Ideal monoatomic gas is taken through a process dQ = 2dU. What is the molar heat capacity for the process ? (where dQ is heat supplied and dU is change in internal energy)

Find out current I_1 , I_2, I_3, charge on capacitor and (dQ)/(dt) of capacitor in the current when it is initially uncharged in the following situations. (a) Just after the switch is closed (b) After a long time when switch is closed.

If -((dN)/(dt))_(o) is the initial activity and -((dN)/(dt)) is the activity at time t in a radioactive disintegration then :

If -((dN)/(dt))_(o) is the initial activity and -((dN)/(dt)) is the activity at time t in a radioactive disintegration then :

The molar specific heat of a gas is defined as C=(Dq)/(ndT) Where dQ =heat absorbed n = mole number dT = change in temperature The equation of the above process in the variables T ,V is

The molar specific heat of a gas is defined as C=(Dq)/(ndT) Where dQ =heat absorbed n = mole number dT = change in temperature An ideal gas whose adiabatic exponent is gamma . Is expanded do that the heat transferred to the gas is equal to decrease in its internal energy. The molar heat capacity in this process is

Ideal monoatomic gas is taken through a process dQ = 2dU . Find the molar heat capacity (in terms of R) for the process? (where dQ is heat supplied and dU is change in internla energy)

Ideal monoatomic gas is taken through a process dQ = 2dU . Find the molar heat capacity (in terms of R) for the process? (where dQ is heat supplied and dU is change in internal energy)

Ideal monoatomic gas is taken through a process dQ = 2dU . Find the molar heat capacity (in terms of R) for the process? (where dQ is heat supplied and dU is change in internla energy)