An ideal monoatomic gas is initially in state `1` with pressure `p_(1) = 20 atm` and volume `v_(1) = 1500 cm^(3)`. If is then taken to state `2` with pressure `p_(2) = 1.5 p_(1)` and volume `v_(2) = 2v_(1)`. The change in internal energy from state `1` to state `2` is equal to

An ideal monoatomic gas initially in state 1 with pressure P_(1)=20 atm and volume V_(1)1500cm^(3) it is then taken to state 2 with pressure P_(2)=1.5P_(1) and volume V_(2)=2V_(1) find the change in internal energy in this process in KJ. (take 1atm lit =100J )

An ideal monoatomic gas initially in state 1 with pressure P_(1)=20 atm and volume V_(1)1500cm^(3) it is then taken to state 2 with pressure P_(2)=1.5P_(1) and volume V_(2)=2V_(1) find the change in internal energy in this process in KJ. (take 1atm lit =100J )

If n moles of an ideal gas are expanded is isothermally and reversibly from an initial state in which it has pressure p_(1) and volume V_(1) to the final state of volume V_(2) and pressure P_(2) , then

A monoatomic gas at pressure P_(1) and volume V_(1) is compressed adiabatically to 1/8th of its original volume. What is the final pressure of gas.

A monoatomic gas at pressure P_(1) and volume V_(1) is compressed adiabatically to 1/8th of its original volume. What is the final pressure of gas.

Two moles of an ideal monoatomic gas, initially at pressure p_1 and volume V_1 , undergo an adiabatic compression until its volume is V_2 . Then the gas is given heat Q at constant volume V_2 . (i) Sketch the complete process on a p-V diagram. (b) Find the total work done by the gas, the total change in its internal energy and the final temperature of the gas. [Give your answer in terms of p_1,V_1,V_2, Q and R ]

Two moles of an ideal monoatomic gas, initially at pressure p_1 and volume V_1 , undergo an adiabatic compression until its volume is V_2 . Then the gas is given heat Q at constant volume V_2 . (i) Sketch the complete process on a p-V diagram. (b) Find the total work done by the gas, the total change in its internal energy and the final temperature of the gas. [Give your answer in terms of p_1,V_1,V_2, Q and R ]

An ideal gas is compressed from state (P_(1), V_(1), T) to state (P_(2), V_(2), T) isothermally. What is the change in the internal energy of the gas? Answer with reason.

A sample of gas at 273K has a pressure of P_(1) and a volume of V_(1) . When the pressure is changed to P_(2) , what is the volume V_(2) ? (Assume the temperature remains constant)

An ideal gas in a thermally insulated vessel at internal pressure = P_(1) , volume = V_(1) and absolute temperature = T_(1) expands irreversibly against zero external pressure, as shown in the diagram. The final internal pressure, volume and absolute temperature of the gas are P_(2), V_(2) and T_(2) , respectively. For this expansion.