If `L` denotes the inductance of an inductor through which a current `i` is flowing, the dimensions of `Li^(2)` are

The inductive reactance of an inductor of inductance L is

If R and L denote resistance and inductance respectively which of the following has dimension of time ?

If L and R denote the inductance and resistance of a coil respectively, then R/L has the dimensions of

If C,R,L and I denot capacity resitance, inductance and electric current respecitively, the quantities having the same dimensions of time are (a) CR , (b) L//R , (c) sqrt(L//C) , (d) LI^(2)

If C,R,L and I denot capacity resitance, inductance and electric current respecitively, the quantities having the same dimensions of time are (a) CR , (b) L//R , (c) sqrt(L//C) , (d) LI^(2)

If R, C and L denote resistance, capacitance and inductance. Which of the following will NOT have the dimensions of frequency ?

If C, R, L and I denote Capacity, Resistance, Inductance and Electric current respectively, the quantities having the same dimensions of time are (i)CR (ii) L/R (iii) sqrt(LC) (iv) LI^(2)

If L is the inductance, 'I' is current in the circuit, (1)/(2) Li^(2) has the dimesions of