Question

Question 2 A supply voltage $V(t) = 24 \sin(4000\pi t)$ [V] is applied across a R-L-C circuit shown below, where R=5000 ?, L=40 mH, and C=20 nF. 1) Calculate, a) the reactance of the inductor, $X_L$, b) the reactance of the capacitor, $X_C$, c) the impedance of the circuit, Z, d) the amplitude of the current, $I_o$, e) the amplitude of the voltage across the inductor, $V_L$, f) the amplitude of the voltage across the capacitor, $V_C$, g) the phase angle of the supply current with respect to the supply voltage, $\phi$.

          Question 2
A supply voltage $V(t) = 24 \sin(4000\pi t)$ [V] is applied across a R-L-C circuit shown below,
where R=5000 ?, L=40 mH, and C=20 nF.
1) Calculate,
a) the reactance of the inductor, $X_L$,
b) the reactance of the capacitor, $X_C$,
c) the impedance of the circuit, Z,
d) the amplitude of the current, $I_o$,
e) the amplitude of the voltage across the inductor, $V_L$,
f) the amplitude of the voltage across the capacitor, $V_C$,
g) the phase angle of the supply current with respect to the supply voltage, $\phi$.

Question 2
A supply voltage V(t) = 24 sin(4000π t) [V] is applied across a R-L-C circuit shown below,
where R=5000 ?, L=40 mH, and C=20 nF.
1) Calculate,
a) the reactance of the inductor, XL,
b) the reactance of the capacitor, XC,
c) the impedance of the circuit, Z,
d) the amplitude of the current, Io,
e) the amplitude of the voltage across the inductor, VL,
f) the amplitude of the voltage across the capacitor, VC,
g) the phase angle of the supply current with respect to the supply voltage, ϕ.

Added by Joshua M.

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