what is dot product of parallel vector
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Answer:
if the two vectors are parallel, their for product is one (1).
Answered by
1
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Explanation:
Dot product of two vectors is the scalar product of its magnitude multiplied with the cosine of the anhle between them.
For two parallel vectots, the angle between them is 0 and cos 0° is 1.
For eg. if 4i.5i= (4x5)xcos 0°= 20x1= 20
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