Find the dimensions of (a) the specific heat capacity c, (b) the coef

1.	Find the dimensions of (a) the specific heat capacity c, (b) the coefficient of linear expansion α and (c) lthe gas constant R. Some of the equations involving these quatities are Q=mc(T2−T1), l1=l0[1+α(T2−T1)] and PV = nRT.
Answer» Find the dimensions of (a) the specific heat capacity c, (b) the coefficient of linear expansion $α$ and (c) lthe gas constant R. Some of the equations involving these quatities are $Q = m c (T_{2} - T_{1}), l_{1} = l_{0} [1 + α (T_{2} - T_{1})]$ and PV = nRT.

Find the dimensions of (a) the specific heat capacity c, (b) the coefficient of linear expansion α and (c) lthe gas constant R. Some of the equations involving these quatities are Q=mc(T2−T1), l1=l0[1+α(T2−T1)] and PV = nRT.

Answer»

Find the dimensions of

(a) the specific heat capacity c,

(b) the coefficient of linear expansion $α$ and

Some of the equations involving these quatities are $Q = m c (T_{2} - T_{1}), l_{1} = l_{0} [1 + α (T_{2} - T_{1})]$ and PV = nRT.