The radius of nearly circular orbit of mercury is 5.8 X 10^10m and it's orbital period is 88 daya. If the hypothetical planet has an orbital period of 55days,what is the radius of its circular orbit?

Question

Arun · Answer

Let masses of both the planet is same Then, by Kepler's law T² = k* r³ T p /T m = (r p / r m ) 3/2 Put the values given & Hence you can find the radius

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The radius of nearly circular orbit of mercury is 5.8 X 10^10m and it's orbital period is 88 daya. If the hypothetical planet has an orbital period of 55days,what is the radius of its circular orbit?

The radius of nearly circular orbit of mercury is 5.8 X 10^10m and it's orbital period is 88 daya. If the hypothetical planet has an orbital period of 55days,what is the radius of its circular orbit?

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The radius of nearly circular orbit of mercury is 5.8 X 10^10m and it's orbital period is 88 daya. If the hypothetical planet has an orbital period of 55days,what is the radius of its circular orbit?

The radius of nearly circular orbit of mercury is 5.8 X 10^10m and it's orbital period is 88 daya. If the hypothetical planet has an orbital period of 55days,what is the radius of its circular orbit?

1 Answers

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