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What is the angle between two forces of equal magnitude P, if the magnitude of their resultant is (P)/(2) ?

Two forces of equal magnitude F are at a point. If theta is the angle between two forces then magnitude of the resultant forces will be

Two forces of equal magnitude F are at a point. If theta is the angle between two forces then magnitude of the resultant forces will be

What is the angle between two vector forces of equal magnitude such that their resultant is one-third of either of the original forces?

What is the angle between two vector forces of equal magnitude such that their resultant is one-third of either of the original forces?

A parallelogram law helps to find the magnitude and direction of the resultant of two forces. If the magnitude of two vectors and their resultant are the same, what is the angle between the two vectors?

If two forces are acting at a point such that the magnitude of each force is 2 N and the magnitude of their resultant is also 2 N, then the angle between the two forces is