During an experiment, an ideal gas is found to obey an additional law `VP^2=constant,` The gas is initially at a temperature T, and volume V. When it expands to a volume `2V,` the temperature becomes…….

Explanation

By gas equation `PV = muRT` and ` VP^(2)`= constant on eliminating `P`
` [A/sqrt(V)]V= muRT implies sqrt(V)= (muR)/(A) T therefore sqrt(V_(1))/sqrt(V _(2)) = [T_(1)/T_(2)] implies sqrt(V)/sqrt(2V) = (T)/(T') implies T'(sqrt(2))T`