Using the definition of dot product: A B = ABCOS (0AB) = AxBx + Ay By + A₂B₂ Find the angle between the following vectors: (c) A = 1î + 3j+0k B = 3î + 1ĵ + Ok A = 1î - 3ĵ+ 2k B = -31 + 1) + 0k (b) (d) A = 1î + 1ĵ + Ok B = 21-3j+0k A = 21-5j-1k B = 3î + 1ĵ + 3k
Using the definition of dot product: A B = ABCOS (0AB) = AxBx + Ay By + A₂B₂ Find the angle between the following vectors: (c) A = 1î + 3j+0k B = 3î + 1ĵ + Ok A = 1î - 3ĵ+ 2k B = -31 + 1) + 0k (b) (d) A = 1î + 1ĵ + Ok B = 21-3j+0k A = 21-5j-1k B = 3î + 1ĵ + 3k
Principles of Physics: A Calculus-Based Text
5th Edition
ISBN:9781133104261
Author:Raymond A. Serway, John W. Jewett
Publisher:Raymond A. Serway, John W. Jewett
Chapter6: Energy Of A System
Section: Chapter Questions
Problem 12P
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![Using the definition of dot product:
A B = ABCOS (0AB) = AxBx + Ay By + A₂B₂
Find the angle between the following vectors:
(c)
A = 1î + 3j+0k
B = 3î + 1) + Ok
A = 1î - 3j + 2k
B = -31 + 1) + 0k
(b)
(d)
A = 1î + 1ĵ + Ok
B = 21-3j+0k
A = 21-5j-1k
B = 3î + 11 + 3k](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Fcd9d42bd-58d8-46f6-aafa-68a44e3938d9%2Fae9a5740-a942-47f8-9dd8-410d7ef26da8%2F4lmiwxk_processed.png&w=3840&q=75)
Transcribed Image Text:Using the definition of dot product:
A B = ABCOS (0AB) = AxBx + Ay By + A₂B₂
Find the angle between the following vectors:
(c)
A = 1î + 3j+0k
B = 3î + 1) + Ok
A = 1î - 3j + 2k
B = -31 + 1) + 0k
(b)
(d)
A = 1î + 1ĵ + Ok
B = 21-3j+0k
A = 21-5j-1k
B = 3î + 11 + 3k
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