If two satellites of different masses are revolving in the same orbit, they have the same

Two artificial satellites are revolving in the same circular orbit. Then they must have the same

Assertion (A) : Two artificial satellites havirig different masses and revolving around the Earth in the same circular orbit have same speed. Reason (R) : The speed of a satellite is directly proportional to the radius of its orbit.

Should the speed of two artificial satellites of the earth having different masses but the same orbital radius, be the same?

Two satellites of equal masses are revolving around at different heights. Will their moment of inertia same or different?

Two satellites of same mass m are revolving round of earth (mass M) in the same orbit of radius r. Rotational directions of the two are opposite therefore, they can collide. Total mechanical energy of the system (both satallites and earths) is (m lt lt M) :-

Two satellites of same mass m are revolving round of earth (mass M) in the same orbit of radius r. Rotational directions of the two are opposite therefore, they can collide. Total mechanical energy of the system (both satallites and earths) is (m lt lt M) :-

Two satellites of same mass m are revolving round of earth (mass M) in the same orbit of radius r. Rotational directions of the two are opposite therefore, they can collide. Total mechanical energy of the system (both satallites and earths) is (m lt lt M) :-

Should the speed of two artificial satellites of the earth having the different masses but the same orbital radius be the same?

Should the speed of two artificial satellites of the earth having the different masses but the same orbital radius be the same?