Question

two forces , one of magnitude 2.00N and the other of magnitude 3.00N are applied to the ring of a force table. the directions of both forces are unknown. Determine the maximum and minimum magnitudes of the resultant force can be. Explain.

Answer 1

The maximum magnitude of the resultant force is 5.00N and the minimum magnitude is 1.00N.

Step-by-step explanation:

The maximum magnitude of the resultant force occurs when the two forces are in the same direction, while the minimum magnitude occurs when the two forces are in opposite directions.

To find the maximum magnitude, we add the two forces together: 2.00N + 3.00N = 5.00N.

To find the minimum magnitude, we subtract the smaller force from the larger force: |2.00N - 3.00N| = 1.00N.

Answer 2

The maximum is 5, and the minimum is 1. The max. is in the are on the same side, which combines forces of 3 and 2. The min. uccors when they are on opposite sides.