Question

prove if
particle moves in a central force field then it's path must be a plane curve.​

Answer 1

Answer:

If a particle moves in a central force field then the following properties hold: 1. The path of the particle must be a plane curve, i.e., it must lie in a plane. ... The particle moves in such a way that the position vector (from the point O) sweeps out equal areas in equal times.

Answer 2

If particle moves in a central force field then it's path must be a plane curve.

The following properties hold true when a particle moves in a central force field:

1. The particle's path must be a plane curve, which means that it must be in a plane.

2. The particle's angular momentum is conserved, or constant over time.