Find the vector sum of `N` coplanar forces, each of the magnitude `F`,when each force makes an angle of `2pi//N` with that preceding it.

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

What is the vector sum of n coplanar forces, each of magnitude F, if each force makes an angle (2pi)/(n) with the preceding force?

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.

Five coplanar forces, each of magnitude F, are acting on a particle. Each force is inclined at an angle 30^@ with the previous one. Find out the magnitude and direction of the resultant force on the particle.

Two forces each of magnitude 2N, act at an angle of 60^(@) . The magnitude of the resultant force

100 coplanar forces each equal to 10 n act on a body. Each force makes angle pi//50 with the preceding force. What is the resultant of the forces.

100 coplanar forces each equal to 10 n act on a body. Each force makes angle pi//50 with the preceding force. What is the resultant of the forces.

Twelve forces each of 5 N act on a body simultaneously. If each force makes an angle of 30° with other their resultant is