5. Let ū = -5j, v = v2i- v2j. (a) Find ū · v (b) Find |ū], || (c) If 0 is the angle between u and v, find cos 0. (d) Find 0. Answer: ü.ㅎ3 5v2; I미 = 5, 1히 =D2;cos θ=,0=D 45°

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter7: Analytic Trigonometry
Section7.4: Multiple-angle Formulas
Problem 45E
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5. Let ū = -57, i = v2i - v2j.
(a) Find ū · ở
(b) Find |ū], ||
(c) If 0 is the angle betweenủ and ủ, find cos 0.
(d) Find 0.
Answer: ủ · ở = 5/2; Jū| = 5, |3| = 2 ; cos 0 =-
0 = 45°
Transcribed Image Text:5. Let ū = -57, i = v2i - v2j. (a) Find ū · ở (b) Find |ū], || (c) If 0 is the angle betweenủ and ủ, find cos 0. (d) Find 0. Answer: ủ · ở = 5/2; Jū| = 5, |3| = 2 ; cos 0 =- 0 = 45°
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