Choose oneChoose onelie in the same planedo not lie in the same plane In each part, use a scalar triple product to determine whetherthe vectors lie in the same plane.(а) и —(2, –2, 2), v =(3, 0, –2), w =(5, –2, 0)u, v, and wChoose one▼(b) u = 10i – 4j + 2k, v = 8i – 2j + 2k, w =i-ju, v, and wChoose one▼(c) и %3 (4, —8, 1), v 3 (2, 1, —2), w 3D (3, —4, 6)(4, – 8, 1), v = (2, 1, –2), w =(3, –4, 6)u, v, and wChoose one▼

We have to choose one lie in the same plane or not

Answered: e one Choose one e in the same plan

Math

Calculus

e one Choose one e in the same plan

Elementary Linear Algebra (MindTap Course List)

8th Edition

ISBN:9781305658004

Author:Ron Larson

Publisher:Ron Larson

Chapter5: Inner Product Spaces

Section5.2: Inner Product Spaces

Problem 87E

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Question

Choose one
Choose one
lie in the same plane
do not lie in the same plane

In each part, use a scalar triple product to determine whether
the vectors lie in the same plane.
(а) и —
(2, –2, 2), v =
(3, 0, –2), w =
(5, –2, 0)
u, v, and w
Choose one▼
(b) u = 10i – 4j + 2k, v = 8i – 2j + 2k, w =i-j
u, v, and w
Choose one▼
(c) и %3 (4, —8, 1), v 3 (2, 1, —2), w 3D (3, —4, 6)
(4, – 8, 1), v = (2, 1, –2), w =
(3, –4, 6)
u, v, and w
Choose one▼

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