With a voltage source of v. = 500 cos(wt + 30°) V, the current ig is found to be ig = 100 sin(@t + 173°) mA. %3D a) Find the frequency w. b) Find a different operating frequency w at which the voltage v, and the current i, will be in phase. c) Find the voltages across the inductor and the capacitor under the operating frequency found in (b). Exam and reflect on the amplitudes and phase of the two voltages. 3 kN ig 31.25 µF Vg 1 H

Introductory Circuit Analysis (13th Edition)
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With a voltage source of vg
500 cos(wt + 30°) V, the current ig
is found to be i, = 100 sin(wt + 173°) mA.
a) Find the frequency w.
b) Find a different operating frequency w at which
the voltage v, and the current i, will be in
phase.
c) Find the voltages across the inductor and the
capacitor under the operating frequency found
in (b). Exam and reflect on the amplitudes and
phase of the two voltages.
3 kN
+
ig
31.25 µF
Vg
1 H
1:52 PM
2 Type here to search
90%
59°F
5/14/2022
..
(8)
II
Transcribed Image Text:O Document - 2022-05-14T135224. X -> O File | file:///C:/Users/tphok/Downloads/Document%20-%202022-05-14T135224.045.pdf Document - 2022-05-14T135224.045.pdf 2 / 3 100% + With a voltage source of vg 500 cos(wt + 30°) V, the current ig is found to be i, = 100 sin(wt + 173°) mA. a) Find the frequency w. b) Find a different operating frequency w at which the voltage v, and the current i, will be in phase. c) Find the voltages across the inductor and the capacitor under the operating frequency found in (b). Exam and reflect on the amplitudes and phase of the two voltages. 3 kN + ig 31.25 µF Vg 1 H 1:52 PM 2 Type here to search 90% 59°F 5/14/2022 .. (8) II
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