Cyril the Circuit Analyst is examining the interaction of both AC and DC sources with a circuit. The circuit is drawn below. Pay careful attention to the arrows on the switches which show which are initially open, and which are initially closed. Assume that the capacitor is initially discharged at t = 0. All times are in seconds. 10 mA (a) (b) (c) t=0s t=1s_t=2s \_ = 50 μF w = 5$ 400 £2 10 mH 10cos(at) At t = 0, the first switch closes connecting the current source to the capacitor. Find the voltage on the capacitor at t = 1 second. At t = 1, the second switch opens disconnecting the current source from the capacitor. Find the voltage on the capacitor at t = 2 seconds. At t = 2, the third switch closes connecting the capacitor to the resistor. Find the voltage on the capacitor at t = 2.1 seconds.

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Cyril the Circuit Analyst is examining the interaction of both AC and DC sources with a circuit.
The circuit is drawn below. Pay careful attention to the arrows on the switches which show
which are initially open, and which are initially closed. Assume that the capacitor is initially
discharged at t = 0. All times are in seconds.
10 mA
(a)
(b)
(c)
t=0s t=1s_t=2s \_
= 50 μF
w
= 5$
400 £2
10 mH
10cos(at)
At t = 0, the first switch closes connecting the current source to the capacitor. Find the
voltage on the capacitor at t = 1 second.
At t = 1, the second switch opens disconnecting the current source from the capacitor.
Find the voltage on the capacitor at t = 2 seconds.
At t = 2, the third switch closes connecting the capacitor to the resistor. Find the voltage
on the capacitor at t = 2.1 seconds.
Transcribed Image Text:Cyril the Circuit Analyst is examining the interaction of both AC and DC sources with a circuit. The circuit is drawn below. Pay careful attention to the arrows on the switches which show which are initially open, and which are initially closed. Assume that the capacitor is initially discharged at t = 0. All times are in seconds. 10 mA (a) (b) (c) t=0s t=1s_t=2s \_ = 50 μF w = 5$ 400 £2 10 mH 10cos(at) At t = 0, the first switch closes connecting the current source to the capacitor. Find the voltage on the capacitor at t = 1 second. At t = 1, the second switch opens disconnecting the current source from the capacitor. Find the voltage on the capacitor at t = 2 seconds. At t = 2, the third switch closes connecting the capacitor to the resistor. Find the voltage on the capacitor at t = 2.1 seconds.
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