P-A.1 Convert the following to polar form: (a) z=0+ j2 (c) z=(-1,1) (b) z=−3j4 (d) z = =(0,-1) P-A.2 Convert the following to rectangular form: (a) √√2 (3/4) (c) 1.6/(π/6) (b) 3e−j(π/2) (d) 72(7) P-A.3 Evaluate the following by reducing the answer to rectangular form: (a) j³ (c) e³(+2πm) (m an integer) (b) 2n (n an integer) (d) j 1/2 (find two answers) P-A.4 Simplify the following complex-valued expressions into both Cartesian and polar form: (a) (√2-j2)8 (b) (√√2-j2) (c) √2 – j2) 1/2 (d) 3еj2π/3 4e-j/6 (e) {je-j*/3}

P-A.1 Convert the following to polar form: (a) z=0+ j2 (c) z=(-1,1) (b) z=−3j4 (d) z = =(0,-1) P-A.2 Convert the following to rectangular form: (a) √√2 (3/4) (c) 1.6/(π/6) (b) 3e−j(π/2) (d) 72(7) P-A.3 Evaluate the following by reducing the answer to rectangular form: (a) j³ (c) e³(+2πm) (m an integer) (b) 2n (n an integer) (d) j 1/2 (find two answers) P-A.4 Simplify the following complex-valued expressions into both Cartesian and polar form: (a) (√2-j2)8 (b) (√√2-j2) (c) √2 – j2) 1/2 (d) 3еj2π/3 4e-j/6 (e) {je-j*/3}

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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