1.11 Given thatP - 2a, - a, – 2a.Q = 4a, + 3a, + 2a.R = -a, + a, + 2a.%3Dfind: (a) P + Q- R|, (b) P-Qx R, (c) Q x P R, (d) (P x Q) (Q x R),(e) (P x Q) x (Q x R), (f) cos 0 pg. (g) sin 0po-

“Since you have asked multiple question, we will solve the first question for you. If you want any…

1.11 Given that P - 2a, – a, - 2a. Q = 4a, + 3a, + 2a. R - -a, + a, + 2a. find: (a) |P + Q – R|, (b) P-Q× R, (c) Q × P· R, (d) (P x Q) · (Q × R), (e) (P × Q) × (Q × R), (f) cos O pg. (g) sin Øro-

1.11 Given that P - 2a, – a, - 2a. Q = 4a, + 3a, + 2a. R - -a, + a, + 2a. find: (a) |P + Q – R|, (b) P-Q× R, (c) Q × P· R, (d) (P x Q) · (Q × R), (e) (P × Q) × (Q × R), (f) cos O pg. (g) sin Øro-

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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Question

1.11 Given that
P - 2a, - a, – 2a.
Q = 4a, + 3a, + 2a.
R = -a, + a, + 2a.
%3D
find: (a) P + Q- R|, (b) P-Qx R, (c) Q x P R, (d) (P x Q) (Q x R),
(e) (P x Q) x (Q x R), (f) cos 0 pg. (g) sin 0po-

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