In L-C-R series circuit the resonance condition in terms of capacitive reactance (XC) and inductive reactance ( XL) is

Question

In L-C-R series circuit the resonance condition in terms of capacitive reactance (XC) and inductive reactance ( XL) is (A)  XC + XL = 0  (B)  XC = 0  (C)  XL = 0  (D)  XC - XL = 0

Tardigrade Admin · Accepted Answer

In an L-C-R circuit in resonance condition XL = XC or XC - XL = 0

Q. In L-C-R series circuit the resonance condition in terms of capacitive reactance ( $X_{C}$ ) and inductive reactance ( $X_{L})$ is

$X_{C} + X_{L} = 0$

$X_{C} = 0$

$X_{L} = 0$

$X_{C} - X_{L} = 0$

In an L-C-R circuit in resonance condition
$X_{L} = X_{C}$ or $X_{C} - X_{L} = 0$

Q. In L-C-R series circuit the resonance condition in terms of capacitive reactance (XC​) and inductive reactance (XL​) is

XC​+XL​=0

XC​=0

XL​=0

XC​−XL​=0