What is the angle between two vectors if the ratio of their dot product and the magnitude of cross product is `sqrt(3)`

What is the angle between two vectors if the ratio of their dot product and the magnitude of cross product is sqrt3 ?

Angle between two vectors in terms of dot product

vec(A)and vec(B) are the two vectors such that ratio their dot product to magnitude of their cross product is (1)/(sqrt3) . Then the angle between vec(A)and vec(B) is

Calculate the angle between two vectors having magnitudes 3 and 4. The magnitude of their dot product is 2sqrt2 .

What is the angle between 3a and -5a? What is the ratio of magnitude of two vectors?

Find the angle between two vectors vec a and vec b having the same length sqrt(2) and their scalar product is -1.

The magnitude of two vectors are 16 and 12 units respectively and the magnitude of their scalar product is 98sqrt2 units. The angle between the vectors would be

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.

Vector - Dot Product