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Use the mesh-current method to determine the currents flowing through the inductor i, (t) and the resistor ir (t). It is known that: v(t) = 20√2 cos(100t +30°) V, i(t) = 2√2 cos(100t) A, L = 60 mH, R = 62, C = 1.25 mF.

Use the mesh-current method to determine the currents flowing through the inductor i, (t) and the resistor ir (t). It is known that: v(t) = 20√2 cos(100t +30°) V, i(t) = 2√2 cos(100t) A, L = 60 mH, R = 62, C = 1.25 mF.

Introductory Circuit Analysis (13th Edition)
Introductory Circuit Analysis (13th Edition)
13th Edition
ISBN:9780133923605
Author:Robert L. Boylestad
Publisher:Robert L. Boylestad
Chapter1: Introduction
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Problem 8 Use the mesh-current method to determine the currents flowing through the inductor i₁(t) and the resistor iR (t). It is known that: v(t) = 20√2 cos(100t +30°) V, i(t) = 2√2 cos(100t) A, L = 60 mH, R = 6, C = 1.25 mF. v(t) iz(t) i(t) R ir(t) с
Transcribed Image Text:Problem 8 Use the mesh-current method to determine the currents flowing through the inductor i₁(t) and the resistor iR (t). It is known that: v(t) = 20√2 cos(100t +30°) V, i(t) = 2√2 cos(100t) A, L = 60 mH, R = 6, C = 1.25 mF. v(t) iz(t) i(t) R ir(t) с
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