The two specific heat capacities of a gas measured as `C_p = (12.28 +- 0.2)` units and `(C_(upsilon) = (3.97 +-0.3)` units. Find the value of gas constant R.

The specific heats of a gas are measured as C_p = (12.28 +-0.2) units and C_(upsilon =(3.97 +- 03) units. Find the value of gas constant R and percentage error in R.

The two specific heat capacities of a gas are measured as C_(P)=(12.28+0.2) units and C_(V)=(3.97+0.3) units, if the value of gas constant R is 8.31 pm 0 . x units, the vaslue of x is (Relation : C_(P)-C_(V)=R )

The two specific heat capacities of a gas are measured as C_(P)=(12.28+0.2) units and C_(V)=(3.97+0.3) units, if the value of gas constant R is 8.31 pm 0 . x units, the vaslue of x is (Relation : C_(P)-C_(V)=R )

Specific heat at constant pressure C_P of a gas

What are the two specific heat capacities of a gas and why are they different? Find the difference between the two molar heat capacities in terms of the constant R.

J// Kg ^@C is the unit of specific heat capacity.

The molar specific heat capacity at constant volume of a mono atomic gas is (3//2) R, where R is universal gas constant. Find the value of molar specific heat capacity of the gas at constant pressure.

Show that specific heat capacity of a solid is equal to three times that of Gas constant (C = 3R)

The molar specific heat of an ideal gas at constant pressure and constant volume is C_(p) and C_(v) respectively. If R is the universal gas constant and the ratio of C_(p) to C_(v) is gamma , then C_(v) .

The molar specific heat of an ideal gas at constant pressure and constant volume is C_(p) and C_(v) respectively. If R is the universal gas constant and the ratio of C_(p) to C_(v) is gamma , then C_(v) .