Uranus requires 84 years to circle the sun. Find uranus's average distance from the sun as multiple of earth's average distance from the sun
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Subject:
Physics -
Author:
isabelle13 -
Created:
1 year ago
Answers 3
Answer:
Uranus’ distance from the Sun is 2.88 billion km. The exact number is 2,876,679,082 km. Want that number in miles? Uranus’ distance from the Sun is 1.79 billion miles.
Explanation:
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Author:
berniecuze
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2
Uranus's average distance from the sun as multiple of earth's average distance from the sun is 19.2 AU.
According to Kepler's third law, the square of the period of revolution of the planets is equal to the cube of their mean distance from the sun in astronomical units.
Using this law;
T^2 = r^3
T = period of revolution = 84 years
r = distance = ?
r = 3√T^2
r = 3√( 84)^2
r = 19.2 AU
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sanford
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