[ઉપયોગ : $\left.{R}=8.3 \,{~J} \,{~mol}^{-1}\, {~K}^{-1}\right]$
\({H}_{2} {O}(\ell) \longrightarrow {H}_{2} {O}({g}): \Delta {H}=41\, \frac{{kJ}}{{mol}}\)
\(\Rightarrow \text { From the relation : } \Delta {H}=\Delta {U}+\Delta {n}_{{g}} {RT}\)
\(\qquad \Rightarrow 41\, \frac{{kJ}}{{mol}}=\Delta {U}+(1) \times \frac{8.3}{1000} \times 373\)
\(\Rightarrow {DU}=41-3.0959\)
\(=38\, {~kJ} / {mol}\)
$(ii)$ $SO_2$$_{(g)} +$ $\frac{1}{2} O_2$$_{(g)}$ $\rightarrow$ $SO_3$ $_(g) + y\, Kcal,$ તો $SO_2$ ની નિર્માણ ઉષ્મા શોધો.