Practice Test: Question Set - 03
1. A sinusoidal voltage with a peak-to-peak value of 18 V is applied to an RC low-pass filter. If the reactance at the input frequency is zero, the output voltage is
- (A) 18 V
peak-to-peak
- (B) Zero
- (C) 9 V
peak-to-peak
- (D) 12.74
V peak-to-peak
2. An RC high-pass filter consists of a 0.2 μF capacitor and a 220 Ω resistor. The output is taken across the resistor. The circuit's critical frequency is
- (A) 723 Hz
- (B) 7,234 Hz
- (C) 362 Hz
- (D) 3,617 Hz
3. In an RL low-pass filter, the output voltage is taken across the inductor and the output lags the input.
- (A) True
- (B) False
4. A parallel resonant band-pass filter consists of a 6.8 Ω resistor in series with a parallel network made up of an 8 μH coil and a 120 pF capacitor. The output is taken across the capacitor/coil. Assume RW = 0 Ω. What is the center frequency of the filter?
- (A) 5.14 MHz
- (B) 514
kHz
- (C) 5.03 MHz
- (D) 503 kHz
5. The bandwidth of a resonant filter is determined by the quality factor (Q) of the circuit and the resonant frequency.
- (A) True
- (B) False
6. An RL low-pass filter consists of a 5.6 mH coil and a 3.3 kΩ resistor. The output voltage is taken across the resistor. The circuit's critical frequency is
- (A) 93.8 kHz
- (B) 93.8 Hz
- (C) 861 Hz
- (D) 86.12 kHz
7. A band-stop filter passes frequencies between its lower and upper critical frequencies and rejects all others.
- (A) True
- (B) False
8. A series resonant band-stop filter consists of a 68 Ω resistor, a 110 mH coil, and a 0.02 μF capacitor. The internal resistance, RW, of the coil is 4 Ω. Input voltage is 200 mV. Output voltage is taken across the coil and capacitor in series. What is the output voltage magnitude at f0?
- (A) 1.1 mV
- (B) 11.1 mV
- (C) 111 mV
- (D) 200 mV
9. The roll-off rate of a basic RC or RL filter is 20 dB per decade.
- (A) True
- (B) False
10. An RL high-pass filter consists of a 470 Ω resistor and a 600 mH coil. The output is taken across the coil. The circuit's critical frequency is
- (A) 125 Hz
- (B) 1,250 Hz
- (C) 564 Hz
- (D) 5,644 Hz