21.3 For the series circuit in Fig. 21.52: +V R 1000 12 V X 2 k d) Determine the quality factor of the circuit. Is it a high- or low-Q circuit? e) If the resonant frequency is 5 kHz, determine the value of L and C. ) Find the bandwidth of the response if the resonant frequency is 5 kHz.

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### Series Circuit Analysis

#### Circuit Description:
The given circuit in the problem consists of:
- A 12V AC voltage source.
- A resistor (\( R \)) with a resistance of 100 ohms.
- An inductor (\( X_L \)).
- A capacitor (\( X_C \)) with a reactance of 2 kilo-ohms.

#### Analyze the Circuit:
**d) Quality Factor Determination:**
- Calculate the quality factor (\( Q \)) of the circuit.
- Determine if it is a high-Q or low-Q circuit.

**e) Resonant Frequency:**
- Given resonant frequency of 5 kHz, find the values of the inductance (\( L \)) and capacitance (\( C \)).

**f) Bandwidth Calculation:**
- Determine the bandwidth of the circuit response if the resonant frequency is 5 kHz.

**g) Cutoff Frequencies:**
- Calculate the low and high cutoff frequencies of the circuit.
Transcribed Image Text:### Series Circuit Analysis #### Circuit Description: The given circuit in the problem consists of: - A 12V AC voltage source. - A resistor (\( R \)) with a resistance of 100 ohms. - An inductor (\( X_L \)). - A capacitor (\( X_C \)) with a reactance of 2 kilo-ohms. #### Analyze the Circuit: **d) Quality Factor Determination:** - Calculate the quality factor (\( Q \)) of the circuit. - Determine if it is a high-Q or low-Q circuit. **e) Resonant Frequency:** - Given resonant frequency of 5 kHz, find the values of the inductance (\( L \)) and capacitance (\( C \)). **f) Bandwidth Calculation:** - Determine the bandwidth of the circuit response if the resonant frequency is 5 kHz. **g) Cutoff Frequencies:** - Calculate the low and high cutoff frequencies of the circuit.
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RLC series circuit with

Resonant frequency (fr)= 5 kHz

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