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Answer :
The radius of a circular orbit is influenced by gravitational force and inertia, with 10000 meters being a potential feasible radius among the provided distances.Therefore the correct option is d.
The radius of a circular orbit is determined by the balance between the gravitational force pulling the satellite towards the center and the inertia of the satellite trying to keep moving in a straight line (Newton's law of universal gravitation).
If the path was clear of any other objects, the radius of a circular orbit corresponding to the given distances would be:
- 100 meters: Not feasible due to strong gravitational pull.
- 1000 meters: Still not a typical distance for a stable circular orbit.
- 10000 meters: This could correspond to a feasible radius considering the gravitational forces and stability of the orbit.
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