22Q.22: Derive the non-sinusoidal current equation ineach branch and calculate the power consumed inthe circuit if the non-sinusoidal total current is:1L1RiT102(iT=2+3sin1000t+1.5sin2000t) Amp.(Ans.:11.31°)+0.93sin(2000t-21.8°)İR=0.67+1.144sin(1000t+19.7°)+0.73sin(2000t+ 28.4°)A & P7=55.6W)3m HİL=1.33+1.96sin(1000t-A,

Answered: Image /qna-images/answer/981ff7ba-b23b-4456-b74f-9a9423a11240.jpg

22 Q.22: Derive the non-sinusoidal current equation in each branch and calculate the power consumed in iT IL IR the circuit if the non-sinusoidal total current is: 102 (iT=2+3sin1000t+ 1.5sin2000t) Amp. (Ans.: 11.31°)+0.93sin(2000t-21.8°) İR=0.67+1.144sin(1000t+19.7°)+0.73sin(2000t+ 28.4° )A & PT=55.6W) 3m H İL=1.33+1.96sin(1000t- A,

22 Q.22: Derive the non-sinusoidal current equation in each branch and calculate the power consumed in iT IL IR the circuit if the non-sinusoidal total current is: 102 (iT=2+3sin1000t+ 1.5sin2000t) Amp. (Ans.: 11.31°)+0.93sin(2000t-21.8°) İR=0.67+1.144sin(1000t+19.7°)+0.73sin(2000t+ 28.4° )A & PT=55.6W) 3m H İL=1.33+1.96sin(1000t- A,

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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