The dimensions of (B^(2)R^(2)C^(2))/(2mu...

The dimensions of `(B^(2)R^(2)C^(2))/(2mu_(0))` (Where B is magnetic filed, and `mu_(0)` is permeability of free space , R resistance and C is capacitance) is

A

mass

B

length

C

time

D

force

Verified by Experts

The correct Answer is:

A

Similar Questions

Explore conceptually related problems

The dimension of (B^(2))/(2mu_(0)), where B is magnetic field and mu_(0) is the magnetic permeability of vacuum, is :

(E^(2))/(mu_(0)) has the dimensions ( E= electric field, mu_(0)= permeabililty of free space)

Find the dimension of B^2/(2 mu_0)

The dimensional formula for permeability of free space, mu_(0) is

The dimensions of [mu_(0)in_(0)]^(1/2) are :

The dimensions of (mu_(0)epsilon_(0))^(-1//2) are

The dimensions of (mu_0 in _0)^(-1//2) are :-