Question

An ideal gaseous sample at initial state $i\left(P_0,V_0,T_0\right)$ is allowed to expand to volume $2V_0$ using two different process; in the first process the equation of process is $P{V}^2=K_1$ and in second process the equation of the process is $PV=K_2$ . Then,

• A. Work done in first process will be greater than work in second process (magnitude wise)
• B. The order of values of work done can not be compared unless we know the value of $K_1$ and $K_2$ .
• C. Value of work done (magnitude) in second process is greater in above expansion irrespective of the value of $K_1$ and $K_2$
• D. $1^{st}$ process is not possible

Answer 1

Answer: (C)

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