* 7.29 The current source in the circuit of Fig. P7.29 is given by is(t) = 12 cos(2л × 10¹t — 60°) mA. - Apply the phasor-domain analysis technique to determine ic(t), given that R= 20 2 and C = 1 μF. is(t) (↑ R ww C Lic Figure P7.29 Circuit for Problems 7.29 and 7.30.
* 7.29 The current source in the circuit of Fig. P7.29 is given by is(t) = 12 cos(2л × 10¹t — 60°) mA. - Apply the phasor-domain analysis technique to determine ic(t), given that R= 20 2 and C = 1 μF. is(t) (↑ R ww C Lic Figure P7.29 Circuit for Problems 7.29 and 7.30.
Introductory Circuit Analysis (13th Edition)
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ISBN:9780133923605
Author:Robert L. Boylestad
Publisher:Robert L. Boylestad
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
Transcribed Image Text:*
7.29 The current source in the circuit of Fig. P7.29 is given by
is(t) = 12 cos(2л × 10¹t — 60°) mA.
-
Apply the phasor-domain analysis technique to determine ic(t),
given that R= 20 2 and C = 1 μF.

Transcribed Image Text:is(t) (↑
R
ww
C
Lic
Figure P7.29 Circuit for Problems 7.29 and 7.30.
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