The dimensions of Stefan-Boltzman constant `sigma` can be written in terms of Plank's constant h. Boltzmann constant `k_(B)` and the speed of light c as `sigma = h^(alpha) K_(B)^(b) c^(Y)`. Here

Options

A. `alpha = 3,beta =4 and gamma = -3`
B. `alpha =3,beta = -4 and gamma =2`
C. `alpha =-3,beta =4 and gamma = -2`
D. `alpha =2,beta =-3 and gamma =-1`

Answer

C

Explanation

`(ML^(o)T^(-24))=(ML^(2)T^(-1))(ML^(2)T^(2-1))(LT^(-1))`
Solving we get.