In figure, `A` and `B` are two adiabatic curves for two different gases. Then `A` and `B` corresponds to:

The figure demonstrates the adiabatic curves for two gases, helium and carbon dioxide. Which curve corresponds to which gas?

Figure shows the adiabatic curve for n moles of an ideal gas, the bulk modulus for the gas corresponding to the point P will be

Figure shows the adiabatic curve for n moles of an ideal gas, the bulk modulus for the gas corresponding to the point P will be

Figure shows the adiabatic curve for n moles of an ideal gas, the bulk modulus for the gas corresponding to the point P will be

A conducting piston separates a cylindrical tube into two compartments A and B. The two compartments contain equal mass of two different gases. The molar mass of two gases are M_(A) = 32 g " and " M_(B) 28 g . Find the ratio of lengths (X_(1) : X_(2)) of the two compartments in equilibrium.

P-V plot for two gases ( assuming ideal ) during adiabatic processes are given in the fig. Plot A and B should correspond respectively to :

P-V plots for two gases during an adiabatic process are given in the figure: Plot A and plot B should correspond to :

A gas may expand either adiabatically or isothermally. A number of p-V curves are drawn for the two process over different ranges of pressure and volume. It will be found that a) Two adiabatic curves do not intersect b) Two isothermal curves do not intersect c) An adiabatic curve and an isothermal curve may intersect d) The magnitude of the slope of an adiabatic curve is greater than the magnitude of the slope of an isothermal curve for the same values of pressure and volume