2. For the single time constant circuit in the figure below (a) Classify the circuit as STC high or low pass for the voltage output VOUT. by finding the gain vo/ VIN at @ = 0 and at @ = ∞ (b) Find the cutoff frequency in Hz and the gain in dB. (c) If an input VIN = 5 + 5sin40лt + 15sin(2π 10º)t Volts is given to this circuit. Write the expression for the corresponding output voltage vout as a function of time. (d) Draw the amplitude Bode plot of this filter clearly marking the slopes and critical points on the plot. + 6kQ 6kQ C1 = 1nF 2ΚΩ 1ΚΩ VOUT VIN 12ΚΩ 2ΚΩ 1ΚΩ

Introductory Circuit Analysis (13th Edition)
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ISBN:9780133923605
Author:Robert L. Boylestad
Publisher:Robert L. Boylestad
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2. For the single time constant circuit in the figure below
(a) Classify the circuit as STC high or low pass for the voltage output VOUT.
by finding the gain vo/ VIN at @ = 0 and at @ = ∞
(b) Find the cutoff frequency in Hz and the gain in dB.
(c) If an input VIN = 5 + 5sin40лt + 15sin(2π 10º)t Volts is given to this circuit.
Write the expression for the corresponding output voltage vout as a function of time.
(d) Draw the amplitude Bode plot of this filter clearly marking the slopes and critical points
on the plot.
+
6kQ
6kQ
C1 = 1nF
2ΚΩ
1ΚΩ
VOUT
VIN
12ΚΩ
2ΚΩ
1ΚΩ
Transcribed Image Text:2. For the single time constant circuit in the figure below (a) Classify the circuit as STC high or low pass for the voltage output VOUT. by finding the gain vo/ VIN at @ = 0 and at @ = ∞ (b) Find the cutoff frequency in Hz and the gain in dB. (c) If an input VIN = 5 + 5sin40лt + 15sin(2π 10º)t Volts is given to this circuit. Write the expression for the corresponding output voltage vout as a function of time. (d) Draw the amplitude Bode plot of this filter clearly marking the slopes and critical points on the plot. + 6kQ 6kQ C1 = 1nF 2ΚΩ 1ΚΩ VOUT VIN 12ΚΩ 2ΚΩ 1ΚΩ
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