In an AC circuit, a resistance of `Rohm` is connected is series with an inductance `L`. If phase angle between volage and current be `45^(@)`, the value of inductive reactance will be

In an AC circuit, a resistance of Rohm is connected in series with an inductance L . If phase angle between volage and current be 45^(@) , the value of inductive reactance will be

In an a.c. circuit, a resistance of R Omega is connected in series with an inductance L. If phase angle between voltage and current be 45^@ , the value of inductive reactance will be

In an A.C. circuit, a resistance of R Omega connected in series with an inductance If phase angle between voltage and current 45^@ . Then what will be the value of inducti reactance ?

In an A.C. circuit, a resistance R=40 Omega and an inductance L are connected in series. If the phase angle between voltage and current is 45^(@) , then the value of the inductive reactance will be

In an LR circuit , the phase angle between alternating voltage and alternating current is 45^@ . The value of inductive reactance will be

An inductor (L) and resistance (R) are connected in series with an AC source. The phase difference between voltage (V) and current (i) is 45^(@) . Now a capacitor (C) is connected in series with L-R, If the phase difference between V and i remain same, then capacitive reactance and impedance of L-C-R circuit will be-