Given vectors A = 2a, + 4a, + 10a, and B = –5a, + as - 3a,, find (a) A + B at P(0, 2, -5) (b) The angle between A and B at P (c) The scalar component of A along B at P aX - ay + 7az ; 98.789°, -8.789 aX - ay + 7az ; 143.26°, -8.789 aX - ay + 7az; 193.26°, -10.789 aX - ay + 7az; 143.26°, 30

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter8: Applications Of Trigonometry
Section8.3: Vectors
Problem 14E
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Given vectors A
2а, + 4а, + 10а, and B
5а, + a, — За, find
%3D
-
(a) A + B at P(0, 2, -5)
(b) The angle between A and B at P
(c) The scalar component of A along B at P
aX - ay + 7az; 98.789°, -8.789
aX - ay + 7az; 143.26°, -8.789
aX - ay + 7az; 193.26°, -10.789
aX - ay + 7az ; 143.26°, 30
Transcribed Image Text:Given vectors A 2а, + 4а, + 10а, and B 5а, + a, — За, find %3D - (a) A + B at P(0, 2, -5) (b) The angle between A and B at P (c) The scalar component of A along B at P aX - ay + 7az; 98.789°, -8.789 aX - ay + 7az; 143.26°, -8.789 aX - ay + 7az; 193.26°, -10.789 aX - ay + 7az ; 143.26°, 30
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