An ideal diatomic gas is caused to pass throguh a cycle shown on the `P-V` diagram in figure, where `V_(2) = 3.00V_(1)`. If `P_(1),V_(1)`,and `T_(1)` specify the state `1`, then the temperature of the state `3` is

An ideal non-atomic gas is taken round the cycle ABCDA in the P-V diagram where the coordinates of the points are : A (P_(1), V_(1)), B(2P_(1), V_(1)), C (2P_(1), 2V_(1)) and D(P_(1),2V_(1)) The work done during the cycle is

1 mole of an ideal gas in a cylindrical container have the P-V diagram as shown in figure.If V_(2)=4V_(1) then the ratio of temperatures (T_(1))/(T_(2)) will be

1 mole of an ideal gas in a cylindrical container have the P-V diagram as shown in figure.If V_(2)=4V_(1) then the ratio of temperatures (T_(1))/(T_(2)) will be

One mole of an ideal diatomic gas is taken through the cycle as shown in the figure. 1 to 2: isochoric process 2 to 3 : straight line on P - V diagram 3 to 1: isobaric process The average of molecular speed of the gas in the states 1, 2 and 3 are in the ratio

A system changes from the state (P_(1), V_(1)) to (P_(2) , V_(2)) as shown in the figure below. What is the work done by the system –