The orbital period of Uranus around the Sun is 84 times longer than the orbital period of the Earth. Counting the orbits of the planets; circular, to find: a) how many times n the distance from Uranus to the Sun exceeds the distance from the Earth to the Sun. b) the velocity V and the acceleration a of Uranus in the heliocentric reference frame. The distance from the Earth to the Sun is r = 1.5 * 10ˡˡm, the period of the Earth’s orbit around the Sun is T = 3.16 * 10⁷s.

Thank you for your purchase. If you have any questions, please contact us by mail (see "information about the seller")