A gas is expanded to double its volume by two different processes. One is isobaric and the other is isothermal. Let `W_(1)` and `W_(2)` be the respective work done, then find `W_(1)` and `W_(2)`

Two moles of a gas is expanded to double its volume by two different processes. One is isobaric and the other is isothermal. If w_(1) and w_(2) are the works done respectively, then

Two moles of a gas is expanded to double its volume by two different processes. One is isobaric and the other is isothermal. If W_(1) and W_(2) are the works done respectively them

Two moles of a gas is expanded to double its volwne by two different processes. One is isobaric and the other is isothermal. If W_1 and W_2 are the works done respectively, then

Two moles of a gas is expanded to double its volwne by two different processes. One is isobaric and the other is isothermal. If W_1 and W_2 are the works done respectively, then

Two identical containers contain same amount of ideal gas at identical condition. Gas is one container is expanded to 4 times of its volume at constant pressure and gas in another container is expanded to four times to its volume by isothermal process. If W_(1) and W_(2) be the respective work done, then (W_(1))/(W_(2))=(alpha)/(In2) . Find 2/3 alpha

Two identical containers contain same amount of ideal gas at identical condition. Gas is one container is expanded to 4 times of its volume at constant pressure and gas in another container is expanded to four times to its volume by isothermal process. If W_(1) and W_(2) be the respective work done, then (W_(1))/(W_(2))=(alpha)/(In2) . Find 2/3 alpha

An ideal monatomic gas expands to twice its volume. If the process is isothermal, the magnitude of work done by the gas is W_(1) . If the process is adiabatic, the magnitude of work done by the gas is W_(a) . Which of the following is true ?

The initial volume and pressure of a gas are V and P respectively. It is expand by two different processes such that in each process the final volume becomes 2V. If the work done in isothermal change is W1 and the amount of work done in adiabatic change is W_(2) , then

Some gas is enclosed in a piston-cylinder system. It is expanded to double its volume by isobaric or isothermal process. In which process more work is done by the gas.

Consider the two process on a system as shown in figure. The volumes in the initial state and in the final state are the same in the two process A and B. If W_(1) and W_(2) be the work done by the system in the processes A and B respectively then-