Two vectors have magnitudes 2 m and 3m. The angle between them is `60^0`. Find a the scalar product of the two vectors b. the magnitude of their vector product.

Represent the angle between two vectors in terms of the scalar product of those vectors.

Two vectors of equal magnitude 5 unit have an angle 60^0 between them. Find the magnitude of a the sum of the vectors and b the difference of the vectors. . .

Two vectors of equal magnitude of 5 unit have an angle 60^0 between them. Find the magnitude of (a) the sum of the vectors and (b) the difference of the vectors. . .

Two vectors of equal magnitude of 5 unit have an angle 60^0 between them. Find the magnitude of (a) the sum of the vectors and (b) the difference of the vectors. . .

Two vectors of equal magnitude 5 unit have an angle 60^0 between them. Find the magnitude of (a) the sum of the vectors and (b) the difference of the vectors. . .

If the resultant of two vectors having magnitudes of 7 and 4 is 3, then the magnitude of the cross product of the two vectors will be:

The vector product of two vectors will have maximum magnitude when theta is equal to

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