(A) Aunit vector u in the direction of the vector P( 2,0, 2) to Q( 4,2,0) (B) The vector projection of u = i +j+k on to v 5 j- 3k (C) The volume of parallelepiped determined by vectors u = i+j-2k v= - i - k w = 2i +4j - 2 k

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter8: Applications Of Trigonometry
Section8.3: Vectors
Problem 73E
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(A) A unit vector u in the direction of the vector P( 2, 0, 2) to Q( 4,2, 0)
(B) The vector projection of u = i + j+k on to v= 5 j- 3k
(C) The volume of parallelepiped determined by vectors
u = i +j-2k
v = - i - k
w = 2i +4j - 2 k
Transcribed Image Text:(A) A unit vector u in the direction of the vector P( 2, 0, 2) to Q( 4,2, 0) (B) The vector projection of u = i + j+k on to v= 5 j- 3k (C) The volume of parallelepiped determined by vectors u = i +j-2k v = - i - k w = 2i +4j - 2 k
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