as the distance between a satellite in a circular orbit and the central object increases, the period of the…

as the distance between a satellite in a circular orbit and the central object increases, the period of the satellite decreases increases continuously fluctuates stays constant

as the distance between a satellite in a circular orbit and the central object increases, the period of the satellite decreases increases continuously fluctuates stays constant

Answer

Answer:

increases

Brief Explanation:

According to Kepler's third - law, for a satellite in circular orbit, $T^{2}\propto r^{3}$, where $T$ is the period and $r$ is the distance from the central object. As $r$ increases, $T$ increases.