relation between orbital velocity and the density of planet
Answers
Answer:
Escape velocity is the speed at which an object would break orbit. Escape velocity must be square-root of 2 times larger than the orbital velocity in order to break orbit. (l) If the velocities are equal, the object will stay in a constant orbit, not changing in elevation.
Explanation:
Escape velocity is the speed at which an object would break orbit. Escape velocity must be square-root of 2 times larger than the orbital velocity in order to break orbit. (l) If the velocities are equal, the object will stay in a constant orbit, not changing in elevation.
Answer:
Escape velocity is the speed at which an object would break orbit. Escape velocity must be square-root of 2 times larger than the orbital velocity in order to break orbit. (l) If the velocities are equal, the object will stay in a constant orbit, not changing in elevation.