Three are N coplancar vectors each of magnitude V Each vector is inclined to the preceding vector atangle `(2pi)/(N)` What is the magnitude of their resultant ?

There are n coplanar vectors each of magnitude m and each vector is inclined to the preceeding vector at an angle 2pi//n . Then the magnitude of their resultant is

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?

Three vector each of magnitude A are acting at a point such that angle between any two consecuitve vectors in same plane is 60^(@) The magniude of their resultant is

The vector sum of N coplanar forces each of magnitude F, when each force is making an angle of 2pi/N with that preceding it, is

three vectors each of magnitude 1N acts along the sides AB,BC,CD of regular hexagon ABCDEF as shown in figure.find the magnitude of their resultant.

We have n coplanar forces, each of magnitude T. If each force makes an angle 2pi/ n with the preceding force, then the vector sum of the n forces is a null vector.