
How far is Uranus from the sun?
Answer
548.4k+ views
Hint: The seventh planet from the Sun with the third biggest width in our nearby planetary group, Uranus is freezing and breezy. The ice monster is encircled by \[13\] weak rings and \[27\] little moons as it pivots at an almost \[90\]-degree point from the plane of its circle. This interesting tilt causes Uranus to seem to turn on its side, circling the Sun like a moving ball.
Complete answer:
Uranus goes in a circular orbit around the sun once every $84$ Earth year. At its nearest (perihelion), the distance to Uranus from the star is $1.7$ billion miles (\[2.5\] billion km); at its farthest (aphelion), \[1.89\] billion miles (\[3\] billion km). All things considered, the planet goes around multiple times as a long way from the sun as Earth does.
Since Uranus lies so distant from the sun, it gets almost no as far as light and warmth from the star. Its environment is the coldest in the close planetary system, arriving at temperatures as low as short \[371\] degrees Fahrenheit (fewer \[224\] degrees Celsius). Such cold temperatures mean the planet is made up predominantly of frosts instead of gas.
With a span of \[15,759.2\] miles (\[25,362\] kilometers), Uranus is multiple times more extensive than Earth. In the event that Earth was the size of a nickel, Uranus would be probably as large as a softball.
From a normal distance of \[1.8\] billion miles (\[2.9\] billion kilometers), Uranus is \[19.8\] cosmic units from the Sun. One cosmic unit (condensed as AU), is the separation from the Sun to Earth. From this distance, it takes daylight \[2\] hours and \[40\] minutes to go from the Sun to Uranus.
Note: One day on Uranus requires around \[17\] hours (the time it takes for Uranus to pivot or turn once). What's more, Uranus makes a total circle around the Sun (a year in Uranian time) in around \[84\] Earth years (\[30,687\] Earth days). Uranus is the lone planet whose equator is almost at a correct point to its circle, with a tilt of \[97.77\] degrees—potentially the aftereffect of an impact with an Earth-sized item quite a while in the past.
Complete answer:
Uranus goes in a circular orbit around the sun once every $84$ Earth year. At its nearest (perihelion), the distance to Uranus from the star is $1.7$ billion miles (\[2.5\] billion km); at its farthest (aphelion), \[1.89\] billion miles (\[3\] billion km). All things considered, the planet goes around multiple times as a long way from the sun as Earth does.
Since Uranus lies so distant from the sun, it gets almost no as far as light and warmth from the star. Its environment is the coldest in the close planetary system, arriving at temperatures as low as short \[371\] degrees Fahrenheit (fewer \[224\] degrees Celsius). Such cold temperatures mean the planet is made up predominantly of frosts instead of gas.
With a span of \[15,759.2\] miles (\[25,362\] kilometers), Uranus is multiple times more extensive than Earth. In the event that Earth was the size of a nickel, Uranus would be probably as large as a softball.
From a normal distance of \[1.8\] billion miles (\[2.9\] billion kilometers), Uranus is \[19.8\] cosmic units from the Sun. One cosmic unit (condensed as AU), is the separation from the Sun to Earth. From this distance, it takes daylight \[2\] hours and \[40\] minutes to go from the Sun to Uranus.
Note: One day on Uranus requires around \[17\] hours (the time it takes for Uranus to pivot or turn once). What's more, Uranus makes a total circle around the Sun (a year in Uranian time) in around \[84\] Earth years (\[30,687\] Earth days). Uranus is the lone planet whose equator is almost at a correct point to its circle, with a tilt of \[97.77\] degrees—potentially the aftereffect of an impact with an Earth-sized item quite a while in the past.
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