. Multiplying a vector by a scalar results in: a. a scalar b. a perpendicular vector c. d. In the diagram right, express ED in terms of vectors a, b and 2. a. -a-2+6 b. a-z-b AB represents: the vector opposite to AB a parallel scalar a collinear vector d. ä+2+b In the diagram right, express HA by combinations of the vectors a, 5 and 7. a. a-+b c.-a--b d. -a+7+b b. -a-2+b C. the direction of AB 10
. Multiplying a vector by a scalar results in: a. a scalar b. a perpendicular vector c. d. In the diagram right, express ED in terms of vectors a, b and 2. a. -a-2+6 b. a-z-b AB represents: the vector opposite to AB a parallel scalar a collinear vector d. ä+2+b In the diagram right, express HA by combinations of the vectors a, 5 and 7. a. a-+b c.-a--b d. -a+7+b b. -a-2+b C. the direction of AB 10
Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter8: Applications Of Trigonometry
Section8.3: Vectors
Problem 14E
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