A force `vec(F)=4hati-10 hatj` acts on a body at a point having position vector `-5hati-3hatj` relative to origin of co-ordinates on the axis of rotation. The torque acting on the body is

A force vecF=(hati+3hatj)N acts on a body at a point P, which is at a distance given by vecr=(3hati+hatj)m from the axis of rotation. What is the direction of the torque acting on the body?

A force vec(F) = (hati + 3 hatj) N acts on a body at a point P , which is at a distance , give by vec(r) = (3hati + hatj) m form the axis of rotation . What is the direction of the torque acting on the body ?

A force oversetrarrF =(4hati + 2hatj -hatk) N acts on a body at a distance of oversetrarrr = (-hati-3hatj + hatk) m from the origin of an inertial reference frame. Find the torque acting on the body.

A force vecF=2hati +hatj-hatk acts at point A whose position vector is 2hati-hatj. Find the moment of force vecF about the origin.

A force F=(2hati+3hatj-hatk)N is acting on a body at a position r=(6hati-3hatj-2hatk) . Calculate the torque about the origin

A force (2hati+3hatj-hatk) newtons acts on a particle having position vector (hati-hatj+2hatk) . Find the torque of the force about origin.

A force of vecF = (4hati-3hatj+5hatk)N is applied at a point whose position vector is vec r = (7hati+4hatj-2hatk)m . Find the torque of force about the origin.