If a statement is true for all nonzero three-dimensional vectors a, b, and c, write "TRUE" on the dotted line before the statement. It the statement is not always true, write “FALSE." Assume 0 is the angle between a and b and that · and x are vector operations (a) axb=bxa (b) a (öxc)=(öxc). a (d) (axb)-a=0 (c) cos O (b) (4, – 6) and (-10, 15) are parallel vectors. |

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter8: Applications Of Trigonometry
Section8.4: The Dot Product
Problem 15E
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If a statement is true for all nonzero three-dimensional vectors a, b, and c, write "TRUE" on the dotted line
before the statement. It the statement is not always true, write “FALSE." Assume 0 is the angle between a
and b and that · and x are vector operations
(a)
axb=bxa
(b)
a (öxc)=(öxc). a
(d)
(axb)-a=0
(c)
cos O
(b)
(4, – 6) and (-10, 15) are parallel vectors.
|
Transcribed Image Text:If a statement is true for all nonzero three-dimensional vectors a, b, and c, write "TRUE" on the dotted line before the statement. It the statement is not always true, write “FALSE." Assume 0 is the angle between a and b and that · and x are vector operations (a) axb=bxa (b) a (öxc)=(öxc). a (d) (axb)-a=0 (c) cos O (b) (4, – 6) and (-10, 15) are parallel vectors. |
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