Two vectors acting through a point are in the ratio `3 : 5`. If the angle between them is `60^(@)` and the magnitude of their resultant is `35` , find the magnitude of vectors.

Two forces whose magnitudes are in the ratio 3:5 give a resultant of 35N .If the angle between them is 60^(@) , the magnitude of each force is

The resultant of two vectors at right angles is 5 N. If the angle between them is 120^(@) and the resultant is sqrt13 then the magnitude of vectors are

What will be the angle between two vectors of equal magnitude for their resultant to have the same magnitude as one of the vectors?

Two vectors oversetrarra and oversetrarrb intersecting at a point, make an angle of 60^@ between them.If the magnitude of a is 8 units, and the magnitude of the resultant is 10 units, calculate the magnitude of oversetrarrb . Also determine the direction of the resultant.

For two vectors vecA and vecB are acting at a point with an angle alpha between them, find the magnitude and direction of the resultant vector.

If the magnitudes of two vectors are 2 and 3 and the magnitude of their scalar product is 3 sqrt 2 , then find the angle between the vectors.

Three vectors each of magnitude A act at a point simultaneously such that angle between any two vectors is 60^@ . Find the magnitude of the resultant?

Two vectors having equal magnitude of 5 units, have an angle of 60^(@) between them. Find the magnitude of their resultant vector and its angle from one of the vectors.