During an experiment, an ideal gas is found to obey a condition `Vp^2 =` constant. The gas is initially at a temperature (T), pressure (p) and volume (V). The gas expands to volume (4V).A. The pressure of gas changes to `(p)/(2)`B. The temperature of the gas changes to `4 T`C. The graph of the above process on (p - T) diagram is parabola.D. The graph of the above process on (p - T) diagram is hyperbola.

During an experiment, an ideal gas is found to obey a condition `Vp^2

1.	During an experiment, an ideal gas is found to obey a condition `Vp^2 =` constant. The gas is initially at a temperature (T), pressure (p) and volume (V). The gas expands to volume (4V).A. The pressure of gas changes to `(p)/(2)`B. The temperature of the gas changes to `4 T`C. The graph of the above process on (p - T) diagram is parabola.D. The graph of the above process on (p - T) diagram is hyperbola.
Answer» Correct Answer - A::D `p prop (1)/sqrt(V)` If volume becomes 4 times than (p) will remain half `V prop (T)/(p)` `:. Vp^2 =` constant `:. (T/P) p^2 =` constant or `p T =` constant or `p prop (1)/(T)` i.e. (p - T) graph is a rectangular hyperbola. If (p) is halved than (T) will becomes two times.

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