Transform vector A = 2a, + 2a, intocylindrical coordinates at the pointsspecified. P(r= 4, Q =120°, z = 2)a. 2.732a, – 0.732a,b. 0.732a, +2.732a,c. 0.732a, – 2.732a,d. 0.732a, – 2.732a,

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Transform vector A = 2a, + 2a, into cylindrical coordinates at the points specified. P(r = 4, Q =120°, z = 2) а. 2.732а, — 0.732аф b. 0.732a, + 2.732a, с. 0.732а, — 2.732aф d. 0.732a, – 2.732a,

Transform vector A = 2a, + 2a, into cylindrical coordinates at the points specified. P(r = 4, Q =120°, z = 2) а. 2.732а, — 0.732аф b. 0.732a, + 2.732a, с. 0.732а, — 2.732aф d. 0.732a, – 2.732a,

Introductory Circuit Analysis (13th Edition)

13th Edition

ISBN:9780133923605

Author:Robert L. Boylestad

Publisher:Robert L. Boylestad

Chapter1: Introduction

Section: Chapter Questions

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Question

Transform vector A = 2a, + 2a, into
cylindrical coordinates at the points
specified. P(r= 4, Q =120°, z = 2)
a. 2.732a, – 0.732a,
b. 0.732a, +2.732a,
c. 0.732a, – 2.732a,
d. 0.732a, – 2.732a,

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