Show that time constant `(tau = RC)` of `R - C` circuit has the dimensions of time.

Show that ((L)/(R )) has the dimensions of time.

R-C Circuit at Time 't'

The quantity that has dimensions of time is :

The capacitive time constant of the RC circuit shown in the figure.

The capacitive time constant of the RC circuit shown in the figure.

Find the time constant (in ) fo the given RC circuits in the given order respectively , (R_1)=1 Omega, (R_2)=2 Omega, C_(1)=4 muF, C_(2)=2 mu F

Assertion(A): Faraday's laws of electromagnetic induction are consequences of law of conservation of energy. Reason (R): The parameter LR in a L-R circuit has the dimension of time.