If the vector product of two non zero vectors is zero then what is the angle between the two vectors ?
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Answer:
orthogonal
Explanation:
We have a special buzz-word for when the dot product is zero. Two nonzero vectors are called orthogonal if the the dot product of these vectors is zero. Geometrically, this means that the angle between the vectors is or . From this we see that the dot product of two vectors is zero if those vectors are orthogonal.
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