9. Define the scalar product of two vectors and mention any eight of its properties
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the scalar product of two vectors A and B is a scalar quantity equal to the product of the two vectors and the cosine of the smallest angle between them. The scalar product is commutative ,A×B⇒B×A. When we form the scalar product of two vectors,we multiply the parallel component of the two vectors
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Answer:
the scalar product of two vectors A and B is a scalar quantity equal to the product of the two vectors and the cosine of the smallest angle between them. The scalar product is commutative ,A×B⇒B×A. When we form the scalar product of two vectors,we multiply the parallel component of the two vectors.
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