ind k so that the vectors u=(1,2,k,3) and v=( =(3,k,7,-5) in the Euclidean inner product space R4 are orthogonal.

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter8: Applications Of Trigonometry
Section8.4: The Dot Product
Problem 20E
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Find k so that the vectors u=(1,2,k,3) and v=(3,k,7, — 5) in the Euclidean inner product space R+ are orthogonal.
O A. None in the given list
OB.k=3
Ос.
1
"k= 2 = 2
O D.k=0
O E.
1
k= 1-
3
Transcribed Image Text:Find k so that the vectors u=(1,2,k,3) and v=(3,k,7, — 5) in the Euclidean inner product space R+ are orthogonal. O A. None in the given list OB.k=3 Ос. 1 "k= 2 = 2 O D.k=0 O E. 1 k= 1- 3
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