One of the two rectangular components of a force is 10 N and it makes an angle 60° with the force. The magnitude of the force is :

One of the two rectangular components of a force is 20 N and it makes an angle of 30^(@) with the force. The magnitude of the other component is

One of the two rectangular components of a force is 20 N and it makes an angle of 30^(@) with the force. The magnitude of the other component is

One of the two rectangular components of a force is 20 N and it makes an angle of 30^(@) with the force. The magnitude of the other component is

One of the two rectangular components of a force is 25N and it makes an angle of 60^(0) with the force.The magnitude of the other component is

[" One of the two rectangular "],[" components of a force is "25N" and it "],[" makes an angle of "60^(0)" with the "],[" force.The magnitude of the other "],[" component is "]

One of the rectangular components of a force of 40 N is 20 N. Find the angle it makes with the component.

One of the rectangular components of a force of 40 N is 20 N. Find the angle it makes with the component.

One of the rectangular components of a force of 50 N is 25 N . The magnitude of other component is.

The value of the resultant of two mutually perpendicular forces is 80 dyn. The resultant makes an angle 60^(@) with one of the forces. Find the magnitudes of the forces.

A force of 10N is resolved into the perpendiuclar components. If the first component makes 30^(@) with the force, the magnitudes of the components are