Transform E = cos o a, + sin o ag + sin2e a, at into cylindrical coordinates and then evaluate at P (3, T/2, T)a.E = (sin T/2 COSTI + COS T/2 sin T/2) a, + sin? ap + (cOS TI COS TU/2 - sin TI sin T/2) azOb.E = (sin T/2 COST + COS T/2 sin TI) a, + sin? T/2 a, + (coS TI COS T/2 - sin TI sin T/2) azE = (sin T/2 COSTI/2 + COS T/2 sin T/2) a, + sin? T/2 ap + (coS TI COS T/2 - sin TI sin T/2) a,Od.E = (sin TI COSTI + cOS T/2 sin T) a, + sin? a, + (cOS TI COS T/2 - sin TI sin T/2) a,

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a. E = (sin T/2 COSTI + cOS TƯ/2 sin T/2) ap + sin? ap + (cos TI COS T/2 - sin TI sin T/2) az b. E = (sin T/2 COSTI + cOS TƯ/2 sin T) a, + sin? T/2 ap + (cos TI COS T/2 - sin TI sin T/2) az O C. E = (sin TƯ2 cOsT/2 + coS T/2 sin T/2) a, + sin? T/2 ap + (coS TI coS T/2 - sin TI sin T/2) a d. E = (sin Tt COSTI + cOS T/2 sin T) a, + sin? T ap + (cOS TI COS T/2 - sin Tt sin T/2) az

a. E = (sin T/2 COSTI + cOS TƯ/2 sin T/2) ap + sin? ap + (cos TI COS T/2 - sin TI sin T/2) az b. E = (sin T/2 COSTI + cOS TƯ/2 sin T) a, + sin? T/2 ap + (cos TI COS T/2 - sin TI sin T/2) az O C. E = (sin TƯ2 cOsT/2 + coS T/2 sin T/2) a, + sin? T/2 ap + (coS TI coS T/2 - sin TI sin T/2) a d. E = (sin Tt COSTI + cOS T/2 sin T) a, + sin? T ap + (cOS TI COS T/2 - sin Tt sin T/2) az

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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