There are 6 vectors: a, b, c, d, e, f. Simply the following expression

1.
There are 6 vectors: a, b, c, d, e, f. Simply the following expression: [ a(b . c) X (e . f)d ] X [ a d ]. X represents cross product while . represents dot product. Vectors a & d are perpendicular.

A. 0

B. (b . c)(e . f) [ d + a ]

C. (b . c)(e . f) [ d a ]

D. (b . c)(e . f) [ d X a ]

Answer» C. (b . c)(e . f) [ d a ]

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There are 6 vectors: a, b, c, d, e, f. Simply the following expression: [ a(b . c) X (e . f)d ] X [ a d ]. X represents cross product while . represents dot product. Vectors a & d are perpendicular.

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1.	There are 6 vectors: a, b, c, d, e, f. Simply the following expression: [ a(b . c) X (e . f)d ] X [ a d ]. X represents cross product while . represents dot product. Vectors a & d are perpendicular.
A.	0
B.	<strong>(b . c)(e . f) [ d + a ]</strong>
C.	<strong>(b . c)(e . f) [ d a ]</strong>
D.	<strong>(b . c)(e . f) [ d X a ]</strong>
Answer» C. <strong>(b . c)(e . f) [ d a ]</strong>

There are 6 vectors: a, b, c, d, e, f. Simply the following expression: [ a(b . c) X (e . f)d ] X [ a d ]. X represents cross product while . represents dot product. Vectors a & d are perpendicular.

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