A planet revolves around the sun with half as fast as the earth revolves around the sun. Determine its orbital size as compared to that of the sun
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Answer:
Time taken by the Earth to complete one revolution around the Sun,
T
e
=1 year
Time taken by the planet to complete one revolution around the Sun,T
P
=
2
1
T
e
=
2
1
year
Orbital radius of the planet = Rp
From Kepler’s third law of planetary motion, we can write:
(
R
e
R
P
)
3
=(
T
e
T
P
)
2
(
R
e
R
P
)=(
T
e
T
P
)
2/3
=0.5
(2/3)
=0.63
Hence, the orbital radius of the planet will be 0.63 times of the Earth.
Explanation:
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