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Uranus is about 20 au (astronomical units) from the sun. Earth is 1 (which is the definition of astronomical unit), and 8.3 light minutes. 8.3 x 20 = 166 light minutes for Uranus. So when earth and Uranus are on the same side of the sun, the distance between them is minimized to 166 - 8 = 158 light minutes.

When Uranus is on the opposite side of the sun from earth, the distance is maximized to 166 + 8 = 174 light minutes. There is a bit more variation introduced by planetary aphelion and perihelion (the orbits are not perfect circles but ellipses).

The average distance is best described as the hypotenuse of a right triangle using those values: sqr(166^2 + 8^2), which is still about 166 light minutes.

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14y ago

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