In a thermodynamic process helium gas obeys the law `TP^(-2//5)` = constant. The heat given to the gas when the temperature of 2 moles of the gas is raised from T to 4T (R is the universal gas constant) is :

In a thermodynamic process hellium gas obeys the law T//p^(2//5) = constant. The heat given n moles of He in order to rise the temperature form T to 2T is

In a thermodynamic process hellium gas obeys the law T//p^(2//5) = constant. The heat given n moles of He in order to rise the temperature form T to 2T is

In a thermodynamic process helium gas obeys the law TP^(-2//5) = constant,If temperature of 2 moles of the gas is raised from T to 3T , then

In a thermodynamic process helium gas obeys the law TP^(2//5) = constant,If temperature of 2 moles of the gas is raised from T to 3T , then

In a thermodynamic process two moles of a monatomic ideal gas obeys PV^(–2)=constant . If temperature of the gas increases from 300 K to 400 K, then find work done by the gas (Where R = universal gas constant)

In a thermodynamic process two moles of a monatomic ideal gas obeys PV^(–2)=constant . If temperature of the gas increases from 300 K to 400 K, then find work done by the gas (Where R = universal gas constant)

The amount of heat needed to raise the temperature of 4 moles of a rigid diatomic gas from 0^(@)C" to "50^(@)C when no work is done is _______(R is the universal gas constant)