Given that u and vare coplanar vectors, whereu = 2i – j+ 6k andv = –3i + 5j + k, 15. u xv = A -31i - 20j +,7k B -31i + 20j + 7k C -311 – 20j – 7k D 31i + 20j – 7k

Trigonometry (MindTap Course List)
8th Edition
ISBN:9781305652224
Author:Charles P. McKeague, Mark D. Turner
Publisher:Charles P. McKeague, Mark D. Turner
Chapter7: Triangles
Section7.6: Vectors: The Dot Product
Problem 53PS: Which pair of vectors are perpendicular? a. 3i+4j and 8i6j b. 3i+2j and 2i+3j c. i+5j and i5j d....
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Given that u and vare coplanar vectors,
whereu = 2i – j+ 6k andv = –3i + 5j + k,
15.
u xv =
A -31i - 20j +,7k
B -31i + 20j + 7k
C -311 – 20j – 7k
D 31i + 20j – 7k
Transcribed Image Text:Given that u and vare coplanar vectors, whereu = 2i – j+ 6k andv = –3i + 5j + k, 15. u xv = A -31i - 20j +,7k B -31i + 20j + 7k C -311 – 20j – 7k D 31i + 20j – 7k
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