For the same rise in temperature of one mole of gas at constant volume, heat required for a non linear triatomic gas is K times that required for monoatomic gas. The value of K is

Q. For the same rise in temperature of one mole of gas at constant volume, heat required for a non linear triatomic gas is K times that required for monoatomic gas. The value of K is

Q. $3$ moles of a gas requires $60cal$ heat for $5^{o}C$ rise of temperature at constant volume, then heat required for $5$ moles of same gas under constant pressure for ${10}^{o}C$ rise of temperature is $(R=2cal/mole-k)$

Q. 3 moles of gas requires 60 cal of heat for $5^{o}C$ rise in temperature at constant volume. Then heat required for 5 moles of the same gas under constant pressure for ${100}^{o}C$ raise in temperature is

Q. Molar specific heat at constant volume for a non-linear triatomic gas ( neglect vibration of molecules) is:

Q. The $H$ calories of heat is required to increase the temperature of one mole of monoatomic gas from ${20}^{\circ }C$ to ${30}^{\circ }C$ at constant volume . The quantity of heat required to increase the temperature of $2$ moles of a diatomic gas from ${20}^{\circ }C$ to ${25}^{\circ }C$ is at constant volume is :