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(d) Find i (t) and i2(t). Verify that the solutions for i, (t),i2 (t) and i(t) satisfy Kirchhoff's current law.

(d) Find i (t) and i2(t). Verify that the solutions for i, (t),i2 (t) and i(t) satisfy Kirchhoff's current law.

Introductory Circuit Analysis (13th Edition)
Introductory Circuit Analysis (13th Edition)
13th Edition
ISBN:9780133923605
Author:Robert L. Boylestad
Publisher:Robert L. Boylestad
Chapter1: Introduction
Section: Chapter Questions
Problem 1P: Visit your local library (at school or home) and describe the extent to which it provides literature...
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Q1 Solve d please Include calculations and steps please
EE 211 HOMEWORK NO 3 Q1. The initial values of i, and iz in the circuit shown are +3 A and -5 A, respectively. The voltage terminals of the parallel inductors for tt > 0 is –30e-5t (a) If the parallel inductors are replaced by a single inductor, what is its inductance? (b) What is the initial current and its reference direction in the equivalent inductor? (c) Use the equivalent inductor to find i(t). (d) Find i (t) and i2(t). Verify that the solutions for i, (t),i2 (t) and i(t) satisfy Kirchhoff's current law. i(1) i)360 mH iz(0)3240 mH Figure 1
Transcribed Image Text:EE 211 HOMEWORK NO 3 Q1. The initial values of i, and iz in the circuit shown are +3 A and -5 A, respectively. The voltage terminals of the parallel inductors for tt > 0 is –30e-5t (a) If the parallel inductors are replaced by a single inductor, what is its inductance? (b) What is the initial current and its reference direction in the equivalent inductor? (c) Use the equivalent inductor to find i(t). (d) Find i (t) and i2(t). Verify that the solutions for i, (t),i2 (t) and i(t) satisfy Kirchhoff's current law. i(1) i)360 mH iz(0)3240 mH Figure 1
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