Question

State any four properties of scalar product two non-Zero vectors.​

Answer 1

Properties of scalar product of two vectors are:(1) The product quantity→A. →B is always a scalar. ...

2) The scalar product is commutative, i.e. →A →B ≠→B. →A.

3) The vectors obey distributive law i.e →A(→B + →C) = →A. ...

4. The angle between the vectors θ = cos-1 [→A.

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Answer 2

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State any four properties of scalar product two non-Zero vectors.

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Properties of scalar product of two vectors are:

• (1) The product quantity→A. →B is always a scalar.

• (2) The scalar product is commutative, i.e. →A →B ≠→B. →A.

• (3) The vectors obey distributive law i.e →A(→B + →C) = →A.

• (4) The angle between the vectors θ = cos-1 [→A.

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