5. The dot product of any two of the vectors i,j,k is 6. If two vectors are parallel then their dot product equals the product of their 7. An equilibrant vector is the opposite of the

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter8: Applications Of Trigonometry
Section8.4: The Dot Product
Problem 16E
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Complete each statement.
5. The dot product of any two of the vectors i,j,k is
6. If two vectors are parallel then their dot product equals the product of their
7. An equilibrant vector is the opposite of the
8. The magnitude of vector [a,b,c] is
9. The magnitudes of vector [a,b,c] and vector [-a, - b, - c] are
10. If two vectors are orthogonal then their dot product equals
Transcribed Image Text:Complete each statement. 5. The dot product of any two of the vectors i,j,k is 6. If two vectors are parallel then their dot product equals the product of their 7. An equilibrant vector is the opposite of the 8. The magnitude of vector [a,b,c] is 9. The magnitudes of vector [a,b,c] and vector [-a, - b, - c] are 10. If two vectors are orthogonal then their dot product equals
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