The order of the planets closest to the sun to furthest away gives you the order of planets starting with the shortest orbit time to the longest orbit time. This is due to Kepler's third law, which states that the orbit time increases as the distance from the sun increases. Mercury is the closest planet, therefore it has the shortest orbit time. Next is Venus, then Earth, then Mars, then Jupiter, then Saturn, then Uranus, and finally Neptune, because it is the farthest away from the sun.
1) Mercury at 88.96 days 2) Venus at 224.70 days 3) Earth at 365.26 days or 1 year 4) Mars at 687 days or 1.88 years 5) Jupiter at 4331.57 days or 11.86 years 6) Saturn at 10832. 33 days or 29.66 years 7) Uranus at 30799.10 days or 84.32 years 8) Neptune at 60190 days or 164.79 years 9) Pluto at 90613.31 days or 248.09 years
Jupiter -- approx. 9 hours and 55 min
Saturn -- approx. 10 hours and 13 min
Uranus -- approx. 17.2 hours
Neptune -- approx. 16 hours and 17 min
Earth -- approx. 23 hours and 56 min
Mars -- approx. 24 hours and 37 min
Pluto -- approx. 6 days and 9 hours
Mercury -- approx. 58.64 days
Venus -- approx. 243.16 days
Hope this helps!! :) -- Tasha (HorsesRockLol)
The time taken for a planet to orbit the sun relates to the distance it is from the sun, with further planets taking longer that closer planets. So the order of the planets in time taken to orbit the sun is the same as the order in which they are placed from the sun in distance;
Mercury (closest and shortest time to orbit the sun)
Venus
Earth
Mars
Jupiter
Saturn
Uranus
Neptune (furthest planet, taking the longest time to orbit the sun)
Neptune,Earth,Jupiter,Saturn,Pluto ext................
Mercury, Venus, Earth, Mars, Jupiter, Saturn, Uranus and Neptune.
Mercury Venus Earth Mars Jupiter Saturn Uranus Neptune.
longest orbit plant
''Mercury (shortest),''Neptune (longest)
mercury,venus,earth,mars,jupiter,saturn,uranus,neptune,pluto
Yes. T = (2pi / sqroot of GM) multiplied by the radius^3/2. A planets mass DOES NOT affect its orbital period. A planets radius DOES affect its orbital period.
The revolution period of planets is a bit random but only the most massive planets have a gravity field strong enough for them to rotate quickly without flying apart. So the fastest rotator is also the biggest, Jupiter at 9 hr 55 m. Comment : Assuming the questioner was using the word "revolution" correctly, this question is about the orbital periods of the planets. The answer then is: The nearer a planet is to the Sun the shorter its revolution period.
The average orbital path of the planets forms the elliptic plane. The two inner planets have the greatest deviation from the path, with Mercury at 7.01 degrees and Venus at 3.39 degrees.
They are farther away and have larger orbital periods.
''Mercury (shortest),''Neptune (longest)
(The year is proportional to the distance to the power 1.5) In our solar system, Mercury has the shortest year. Neptune has the longest.
All 8 planets, including dwarf planet Pluto, orbit the Sun. As their distance from the Sun increases, the time it takes for the planet to complete one revolution around the Sun increases as well. In order from shortest orbital period to longest orbital period:MercuryVenusEarthMarsJupiterSaturnUranusNeptune
No, it takes the shortest.
well think about it the planets closer to the sun have the fastest orbit so knowing that the planets are already in order from shortest to longest orbit.
As it increases, the orbital speed increases, and the period (time to complete an orbit) decreases, which is why Mercury has the shortest year, and Neptune the slowest orbital speed.
mercury,venus,earth,mars,jupiter,saturn,uranus,neptune,pluto
Yes. T = (2pi / sqroot of GM) multiplied by the radius^3/2. A planets mass DOES NOT affect its orbital period. A planets radius DOES affect its orbital period.
When don't they? If a planet is in orbit around a star, it is in continual orbit. Orbital periods (the lengths of time it takes different planets to complete one orbit) are different from planet to planet, and are related to the distances between the planets and their stars.
When don't they? If a planet is in orbit around a star, it is in continual orbit. Orbital periods (the lengths of time it takes different planets to complete one orbit) are different from planet to planet, and are related to the distances between the planets and their stars.
(I'm going to assume that when you said "first" you meant "fastest," because otherwise the question is nonsense.) Because of Kepler's Third Law. The orbital period for a body is related to the semimajor axis of its orbit. Mercury's orbit has the shortest semimajor axis of all the Solar planets, and therefore it has the shortest orbital period.