If A = 3a, – ay – az B = –2ar + 4ay – 3az C = ar + 2ay – az find %3D - Match each item to a choice: unit vector parallel to 3A-2B+4C JA+B+C] 2A-B+3C |3A-2B+4C| Choices: # 11a, – 2az # 2ag - ay E 17.2916 : 36 E -11 : 7,3485 # 0.9831ar 0.1735a, – 0.0578c # 22361

Introductory Circuit Analysis (13th Edition)
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ISBN:9780133923605
Author:Robert L. Boylestad
Publisher:Robert L. Boylestad
Chapter1: Introduction
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If A = 3a, – ay – az B= -2a, + 4ay – 3a, C = An + 2ay
Az find:
-
Match each item to a choice:
unit vector parallel to 3A-2B+4C
|A+B+C[
2A-B+3C
|3A-2B+4C|
Choices:
# 11a, – 2az
# 2ax - Ay
E 17.2916
: 36
E -11
: 7.3485
# 0.9831ar
0.1735a, – 0.0578c # 22361
Transcribed Image Text:If A = 3a, – ay – az B= -2a, + 4ay – 3a, C = An + 2ay Az find: - Match each item to a choice: unit vector parallel to 3A-2B+4C |A+B+C[ 2A-B+3C |3A-2B+4C| Choices: # 11a, – 2az # 2ax - Ay E 17.2916 : 36 E -11 : 7.3485 # 0.9831ar 0.1735a, – 0.0578c # 22361
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