Scalar product of vectors

The scalar product of vector vecA= 2hati + 5hatk and vecB = 3hatj + 5hatk is ……..

Scalar product OF vector & properties

Assertion: The scalar product of two vectors can be zero Reason: If two vectors are perpendicular to each other their scalar product will be zero.

Show that the scalar product of two vectors vec A and vec B is commutative.

The scalar product of two vectors is 2 sqrt(3) and the magnitude of their vector product is 2 . The angle between them is

The magnitude of scalar product of two vectors is 8 and of vector product is 8sqrt(3) . The angle between them is:

The Scalar product of two vectors is 2sqrt3 and the magnitude of their vector product is 2. The angle between them is

Show that the scalar product of two vectors is equal to the sum of the products of their corresponding rectangular components.

Give some examples of physical quantities that may be expressed as the scalar product of two vectors.

The scalar product of two vectors A=2hati +2hatj -hatk and B=-hatj +hatk ,is given by