What is the dot product of two vectors of magnitude 3 and 5, if the angle between them is `60^(@)`?

what is the dot product of two vectors of magnitudes 3 and 5,if angle between them is 60^@ ?

what is the dot product of two vectors of magnitudes 3 and 5,if angle between them is 60^@ ?

what is the dot product of two vectors of magnitudes 3 and 5,if angle between them is 60^@ ?

what is the dot product of two vectors of magnitudes 3 and 5,if angle between them is 60^@ ?

The magnitude of the resultant of two vectors of magnitudes 5 and 3 is 2. What is the angle between the two vectors ?

The resultant of two vectors of magnitudes 3 units and 4 units 5 units. What is the angle between the vectors ?

The ratio between the values of cross product and dot product of two vectors is 1/sqrt(3) . The angle between then is

The dot product of two vectors of magnitudes 4 units and 5 units is 10 units in magnitude . Find the angle between them.

Find the magnitude of two vectors vec a and vec b having the same magnitude and such that the angle between them is 60^(@) and their scalar product is.