A circuit consists of a resistor $R = 10 , Omega$, an inductor $L = 5 , ext{H}$, and a capacitor $C = 2 imes 10^{-6} , ext{F}$ connected in series. If the circuit is driven by a voltage source $V = 10 , ext{V}$ with a frequency $f = 50 , ext{Hz}$, what is the impedance of the circuit?

Question

A circuit consists of a resistor $R = 10 , Omega$, an inductor $L = 5 , 	ext{H}$, and a capacitor $C = 2 	imes 10^{-6} , 	ext{F}$ connected in series. If the circuit is driven by a voltage source $V = 10 , 	ext{V}$ with a frequency $f = 50 , 	ext{Hz}$, what is the impedance of the circuit?

Accepted Answer

$ Z = \sqrt{R^2 + \( X_L - X_C \ $^2} )

Post Utme Ims U 2020 Physics Question 19

A circuit consists of a resistor $R = 10 , Omega$, an inductor $L = 5 , \text{H}$, and a capacitor $C = 2 \times 10^{-6} , \text{F}$ connected in series. If the circuit is driven by a voltage source $V = 10 , \text{V}$ with a frequency $f = 50 , \text{Hz}$, what is the impedance of the circuit?

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