A series RLC circuit resonates at 1000 kHz. At frequency of 995 kHz, the circuit impedance is
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Complete Question:
A series RLC circuit resonates at 1000 kHz. At a frequency of 995 kHz, the circuit impedance is
(a) resistive
(b) minimum
(c) inductive
(d) capacitive
Answer:
At a frequency of 995 kHz, the circuit impedance is (d) Capacitive
Explanation:
- A Series-RLC circuit's impedance is solely resistive and at its lowest level at the resonant frequency.
- So, during resonance, the current is at its highest level.
- The capacitive reactance rises and the inductive reactance falls as the frequency is lowered below resonance.
- At frequencies below the resonance frequency, the net reactance is capacitive, and as the frequency is further decreased below the resonant frequency, the amount of the capacitive reactance increases.
- Due to the capacitive nature of the circuit's reactive component, when the frequency drops, the current increasingly trails the applied voltage.
- The inductive reactance rises and the capacitive reactance falls as the frequency is raised above the resonance frequency.
- The net reactance is inductive and grows in magnitude with a frequency above the resonant frequency.
- Thus, At a frequency of 995 kHz, the circuit impedance is (d) Capacitive
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