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# Determine Magnitude of Impedance

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This solution is provided in 348 words. It discusses resistance, inductance, capacitance, and impedance using calculations to solve the problem.

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Input Impedance Z

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Let R = Resitance = 100 Ohms

L = Inductance = 1 mH

C = Capacitance = 1 uF

Inductive impedance of L = jwL

Capacitive impedance of C = (1/jwC)

R and C are in parallel; hence the effective impedance of this combination is:

[ (R*jwC)/(R+jwC)]; this is then in seried with L.

So, Input Impedance = Zin = jwL + [ ...

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