A satellite of mass m revolving around the planet
of mass M in a circular orbit with orbital velocity
Vo, then the relation between its time period (T)
and orbital velocity is :-
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Answer:
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Explanation:
We can write the orbital velocity v
o
of the satellite (mass m) in a circular orbit of radius r around the earth (mass M) as,
v
o
=
r
GM
The time period T of this satellite is given as,
T=
v
o
2πr
substituting,
∴T=
r
GM
2πr
∴T=
GM
2π
r
3/2
∴T∝r
3/2
∴T
2
∝r
3
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