Neptune's year, or orbital period, is approximately 60,190 Earth days, which is equivalent to about 164.8 Earth years. This is due to Neptune's far distance from the Sun, resulting in a much longer orbital period compared to Earth's 365-day year.
the closer the smaller orbit (a year is one complete orbit) so the year is smaller
One year on Pluto is equivalent to about 248 Earth years, which is about 90,560 Earth days. This is because Pluto's year is much longer than Earth's due to its far distance from the Sun and its slow orbital motion.
On any planet, one year is defined by one orbit, or revolution, around its sun. One day is defined by the complete rotation spun around its own axis. The actual length of a year on a planet depends on how far it is from its sun, how much mass it has, and other variables. Since other planets' years, days, and time are different than ours, we measure them in Earth Years, Earth Days, or similar.
Not sure what you are asking. The Moon orbits the Earth almost like a twin planet, at a distance of about 250 thousand miles, so it completes the journey around the Sun in the same time that the Earth does, so its year is the same as the Earth's. The Earth is about 93 million miles from the Sun, far greater than the distance from the Moon to the Earth.
Venus rotates once every 243 Earth days-by far the slowest rotation...of about 24 HOURS!
it has been 137 days of the year
One day on Pluto is roughly 6.4 Earth days. A year is about 248.5 Earth years. Earth will become like this Also very cold that cannot survive man
The earth undergoes a number of motions. The motion around the polar axis accounts for the length of days and nights. The motion around the sun accounts for the length of the year. Of interest here is the rotation of earth on the polar axis. The primary contributor to the differences we see in the length of periods of daylight is the tilt in earth's axis. You have noticed that globes of the earth are virtually always set on frames with the north-south pole oriented at an angle (of about 22.4 degrees). This is not because the tilt is more visually appealing. The earth is actually tilted that way, measured against the plane that contains the earth's whole orbit. When people in the south are experiencing summer around December-March, the south pole is tilted toward the sun. In the middle of the south temperate zone, more than half of your line of latitude will be in the sun at any moment. This is because of the tilt. As the earth rotates anyone at that latitude will spend more than half the day in sunlight. At the related latitude in the north, less than half the day will be in the sun. This all cycles back and forth as the earth orbits the sun, the axis maintaining its point almost exactly in the same direction.
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Yes, there is a relationship between the distance from the sun and the length of the year for the planets. The greater the distance from the sun, the longer the year. The reasons are explained in Newton's Laws of Gravity and Einstein's Theory of Relativity. A planets year is known as the distance a planet takes to travel around the Sun in a complete orbit. For example, in 365 days time, or one year, the Earth will have traveled around the Sun and be back in the position it is in right now. When compared to Earth, the closer a planet is to the the Sun, the shorter its years are (Mercury, Venus). Planets further away from the Sun have longer years when compared to an Earth year (Mars, Saturn, Jupiter, Uranus, Neptune, Pluto). So we say that a year on Mercury compared to ours only lasts 88 Earth days, whereas a year on Neptune takes about 60000 Earth days (nearly 165 Earth years). The cube of the distance is proportional to the square of the length of the year or orbital period. For example, Jupiter is about 5.2 times as far from the Sun as the Earth is. Cube 5.2. Now take the square root of the result. That's how many times longer Jupiter's year is than Earth's year. Distance (in AU's) cubed equals orbit time (in earth years) squared. For example, Mars is 1.52 AU with an orbit time of 1.88 Earth years. 1.52^3 == 1.88^2 (�= 3.54) Neptune is 30.11 AU and orbit time of 164.79 Earth years. 30.11^3 == 164.79^2 (�=27295.25) The length of the planet's year is equal to the distance to the power 1.5. So for a planet at 4 times the distance, the rotation period would be 8 times longer (Kepler's 2nd law).