If a force is acting at a point , find the magnitude of the component of the moment of about the -axis.
If the force is acting at a point whose position vector, with respect to the origin point, is , and the components of the moment of the force about the -axis and the -axis are 73 and 242 units of moment, respectively, find the values of and .
The forces , , and are acting at a point. If the moment vector of the resultant of these forces about the origin point is , find the intersection point of the line of action of the resultant with the -axis.
If the force is acting at the point and the two components of the moment of about the -axis and the -axis are and 98 respectively, find the values of and .
and , where and are two forces acting at the points and respectively. The sum of moments about the point of origin equals zero. The sum of the moments about the point also equals zero. Determine the values of and .