With orbital period \'P\' in years, and semi-major axis \'a\' in Astronomical Un

Question

With orbital period 'P' in years, and semi-major axis 'a' in Astronomical Units, Kepler's third law states that

. If there was a planet in our solar system with a circular orbit (e=0) and an orbital period of 8 years, how far would this planet be from the Sun? Between which planets would you find it?

0.8 AU, between Venus and Earth.

4.0 AU, between Mars and Jupiter.

6 AU, between Mercury and Venus.

14.7 AU, between Saturn and Uranus.

0.8 AU, between Venus and Earth.

4.0 AU, between Mars and Jupiter.

6 AU, between Mercury and Venus.

14.7 AU, between Saturn and Uranus.

Explanation / Answer

ANSWER:

Given,With orbital period 'P' in years, and semi-major axis 'a' in Astronomical Units,

planet in our solar system with a circular orbit (e=0) and an orbital period of 8 years, how far would this planet be from the Sun is

b) 4.0 AU, between Mars and Jupiter.

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