Find the magnitude of the unknown forces `X` and `Y` if sum of all forces is zero.

Find the magnitudes of the unknown forces if the sum of all forces is zero (figure)

Find the magnitudes of the unknown forces if the sum of all forces is zero (figure)

Find the magnitude of the unknown forces if sum of all forces is zero.

Find the magnitude of the resultant of shown forces :-

Suppose F,F_(N) & f are the magnitudes of the contact force, normal force and the frictional force exerted by one surface on the other, kept in contact, if none of these is zero :

Two forces of magnitudes P and Q are inclined at an angle (theta) . The magnitude of their resultant is 3Q. When the inclination is changed to (180^(@)-theta) , the magnitude of the resultant force becomes Q. Find the ratio of the forces.

Sum of magnitude of two forces is 25 N. The resultant of these forces is normal to the smaller force and has a magnitude of 10 N. Then the two forces are

Assertion : A body subjected to three concurrent forces cannot be in equilibrium. Reason : If large number of concurrent forces acting on the same point, then the point will be in equilibrium, if sum of all the forces is equal to zero.

Sum of magitude of two fores is 25 N. The resultant of these forces is normal to the smaller force and has a magnitude of 10 N. Then the two forces are

Sum of magitude of two fores is 25 N. The resultant of these forces is normal to the smaller force and has a magnitude of 10 N. Then the two forces are