The sun rotates round itself once in 27 days. What will be period of revolution if the sun were to expand to twice its present radius? Assume the sun to be a sphere of uniform density.

The sun rotates around itself once in 27 days. If it were to expand to twice its present diameter, what would be its new period of revolution ?

How does the period of revolution of a planet around the sun vary with its distance from the sun?

If earth describes an orbit round the sun of double its present radius, what will be the year on earth ?

If T be the period of revolution of a plant revolving around sun in an orbit of mean radius R , then identify the incorrect graph.

The time period of rotation of the sun about its axis is 27 days. If the sun expands to thrice of its present diameter, what will be its new period of rotation?

The sun rotates about its axis once in 27 days. If it suddenly shrinks to one-eighth of its original volume, mass remaining same, then what will be its new period of rotation?

The distance of Venus form the sun as determine by radar echo method is found to be 1.082xx10^(11)m . The period of its revolution is 224.633 days. If the period of revolutin of the earth around the sun is 365.257 days, compute the distance of the earth from the sun.