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Yes, its all to do with Kepler's third law of planetary motion, which describes the relationship between the orbital period of the plant and the distance of that planet from the sun.

Kepler found that the square of the period, P, is proportional to the cube of the semi-major axis, a (P2 = ka3). k is a constant relating to the mass of the objects.

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Q: Does a planet distance from the sun relate to the time it takes the planet to revolve around the sun?
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Does a planet's distance from the sun relate to the time it takes to revolve around the sun?

Yes, its all to do with Kepler's third law of planetary motion, which describes the relationship between the orbital period of the plant and the distance of that planet from the sun. Kepler found that the square of the period, P, is proportional to the cube of the semi-major axis, a (P2 = ka3). The planets orbit the sun in an ellispse, the semi major axis is the `longest radius` within this ellipse. Kepler found that a constant `k` was needed in the equation - this was later found to relate to the mass of the objects. The planets mass is usually a lot less than the star its orbiting, so can often be dropped from the equation.


Why do planets revolve around d sun in a particular orbit?

The planets revolve attracted by the gravitational force of primarily the sun and to a lesser degree the gravitational attraction of other planets. The reason for the orbit is thought to relate to the rotation of the primeval gas could which gave berth to the sun and the planets.


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