Math, asked by tanishbanjade060, 27 days ago

List any four properties of scalar product between vectors.

Answers

Answered by heeram

0

Answer:

PLEASE MARK AS BRAINLIEST

Step-by-step explanation:

The scalar product is commutative. The two manually perpendicular vectors of a scalar product are zero. The two parallel and vectors of a scalar product are equal to the product of their magnitudes. The square of its magnitude is equal to the Self-product of a vector.

Answered by sreenidhigandham

1

Step-by-step explanation:

The scalar product is commutative. The two manually perpendicular vectors of a scalar product are zero. The two parallel and vectors of a scalar product are equal to the product of their magnitudes. The square of its magnitude is equal to the Self-product of a vector

Hope this helps you mate

Mark ad brainliest answer

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