195. In an isobaric process, if the volume of gas changes from $5\,\text{Lit}$ to $4\,\text{Lit}$, the work done on the gas equals $W_1$ and the change in internal energy of gas $\Delta U_1$. If in the continuation of the same process, the volume of gas changes from $4\,\text{Lit}$ to $3\,\text{Lit}$, the work done on the gas equals $W_2$ and the change in internal energy of gas $\Delta U_2$. Which of the following relations is correct? \begin{align*} &(1) \Delta U_2 = \Delta U_1 \ , W_2 = W_1 (2) \Delta U_2 > \Delta U_1 \ , W_2 > W_1 &(3) \Delta U_1 > \Delta U_2 \ , W_1 > W_2 (4) \Delta U_2 > \Delta U_1 \ , W_1 > W_2 \end{align*}
\textbf{195.} In an isobaric process, if the volume of gas changes from $5\,\text{Lit}$ to $4\,\text{Lit}$, the work done on the gas equals $W_1$ and the change in internal energy of gas $\Delta U_1$. If in the continuation of the same process, the volume of gas changes from $4\,\text{Lit}$ to $3\,\text{Lit}$, the work done on the gas equals $W_2$ and the change in internal energy of gas $\Delta U_2$. Which of the following relations is correct?
\begin{align*}
&(1)\quad \Delta U_2 = \Delta U_1 \ , \quad W_2 = W_1 \qquad\qquad (2)\quad \Delta U_2 > \Delta U_1 \ , \quad W_2 > W_1 \\
&(3)\quad \Delta U_1 > \Delta U_2 \ , \quad W_1 > W_2 \qquad\qquad (4)\quad \Delta U_2 > \Delta U_1 \ , \quad W_1 > W_2
\end{align*}