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 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 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 "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.

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

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

The resultant of two forces has magnitude 20N. One of the forces is of magnitude 20sqrt(3)N and makes an angle of 30^(@) with the resultant. Then what is the magnitude of the other force?

The resultant of two forces has magnitude 20N. One of the forces is of magnitude 20sqrt(3)N and makes an angle of 30^(@) with the resultant. Then what is the magnitude of the other force?