Three vectors, given as A = 31 – 4j + 5k; B = 4i + 5j – 6k; C= -i+ 2j + 3k. Calculate for: a) A•B? and Bx C? b) (A x B) • C c) the vector expression for vector D, if D = 3A – (2B+ C). d) the vector expression and magnitude of the resultant R for the three vectors. e) the angle between the vectors A and C.

Principles of Physics: A Calculus-Based Text
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ISBN:9781133104261
Author:Raymond A. Serway, John W. Jewett
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Chapter10: Rotational Motion
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Three vectors, given as A = 31 – 4j + 5k; B = 4i + 5j – 6k; C= -i+ 2j + 3k.
Calculate for: a) A•B? and Bx C?
b) (A x B) • C
c) the vector expression for vector D, if D = 3A – (2B+ C).
d) the vector expression and magnitude of the resultant R for the three
vectors.
e) the angle between the vectors A and C.
Transcribed Image Text:Three vectors, given as A = 31 – 4j + 5k; B = 4i + 5j – 6k; C= -i+ 2j + 3k. Calculate for: a) A•B? and Bx C? b) (A x B) • C c) the vector expression for vector D, if D = 3A – (2B+ C). d) the vector expression and magnitude of the resultant R for the three vectors. e) the angle between the vectors A and C.
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