A force `vecF=4hati+hatk` acts through point `A(0,2,0)`. Find the moment `vecm` of `vecF` about the point `B(4,0,4)`.

A force vecF=3hati+2hatj-4hatk is applied at the point (1,-1,2).Find the moment of vecF about the point (2,-1,3).

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

The force represented by 5hati+hatk is acting through the point 9hati-hatj+2hatk . Find the moment about the point 3hati-2hatj+2hatk .

Let vecF=2hati+4hatj+3hatk at the point P with position vector hati-hatj+3hatk . Find the moment of vecF about the line through the origin O in the direction of the vector veca=hati+2hatj+2hatk .

The force represented by 3hati+2hatk is acting through the point 5hati+4hatj-3hatk . Find the moment about the point hati+3hatj+hatk .

Three forces hati+2hatj-3hatk,2hati+3hatj+4hatk and -hati-hatj+hatk acting on a particle at the point (0,1,2) the magnitude of the moment of the forces about the point (1,-2,0) is

Find the moment of the couple consisting of the force vecF=3hati+2hatj-hatk acting through the point hati-hatj+hatk and -vecF acting through the point 2hati-3hatj-hatk .

Find the slope of the line through the points : (0, - 4), (- 6, 2).

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).

Find the vector and cartesian equations of the plane that passes through the point (1,4, 6) and the normal vector to the plane is hati-2hatj+hatk