The pressure p and volume V of an ideal gas both increase in a process.

The pressure P and volume V of an ideal gas both decreases in a process.

The pressure P and volume V of an ideal gas both decreases in a process.

The pressure and volume of an ideal gas are related as p alpha 1/v^2 for process A rarrB as shown in figure . The pressure and volume at A are 3p_0 and v_0 respectively and pressure B is p_0 the work done in the process ArarrB is found to be [x-sqrt(3)]p_0v_0 find

The pressure and volume of an ideal gas are related as p alpha 1/v^2 for process A rarrB as shown in figure . The pressure and volume at A are 3p_0 and v_0 respectively and pressure B is p_0 the work done in the process ArarrB is found to be [x-sqrt(3)]p_0v_0 find

The internal energy (U) ,pressure (P) and volume V of an ideal gas are related as U=3PV+4 .The gas is

The internal energy(U) ,pressure (P) and volume (V) of an ideal gas are related as U=3PV+4 .The gas is:

The internal energy (U), pressure (P) and volume (V) of an ideal gas are related as U=3PV+4 . The gas is :-

The variation of pressure P with volume V for an ideal diatomic gas is parabolic as shown in the figure . The molar species heat of the gas during this process is

The variation of pressure P with volume V for an ideal diatomic gas is parabolic as shown in the figure. The molar specific heat of the gas during this process is

If both the temperature and the volume of an ideal gas are doubled, the pressure