A force of magnitude 6 acts along the vector `(9, 6, -2)` and passes through a point `A(4, -1,-7)`. Then moment of force about the point `O(1, -3, 2)` is

A force of 15 units act iln the direction of the vector veci-vecj+2veck and passes through a point 2veci-2vecj+2veck . Find the moment of the force about the point veci+vecj+veck .

A force of 15 units act iln the direction of the vector veci-vecj+2veck and passes through a point 2veci-2vecj+2veck . Find the moment of the force about the point veci+vecj+veck .

A force of 3 units acts through the point (4,-1,7) in the direction of the vector 9hati+6hatj-2hatk . Find the moment of the force about the point (1,-3,2) and the moment about the axes, parallel to the co-ordinate axes, which pass through (1,-3,2).

A force of vec(F) = hat(i) + hat(j) + hat(k) is acting at a point (-2, 3,4) The moment of force about (1, 2, 3) is

Force hati + 2hatj -3hatk , 2hati + 3hatj + 4hatk and -hati - hatj + hatk are acting at the point P(0,1,2) . The moment of these forces about the point A(1,-2,0) is

The moment of the force F acting at a point P, about the point C is

The moment of the force F acting at a point P, about the point C is

The moment of the force F acting at a point P, about the point C is

A force given by and 3veci+2vecj-4veck is applied at the point (1,-1,2). Find the moment of the force about the point (2,-1,3).

A force vec(F) = 3 hat(i) + 2hat(j) - 4hat(k) is applied at the point (1, -1, 2) . What is the moment of the force about the point (2 , -1, 3) ?