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Earth is 1 AU from the Sun and Jupiter is 5.2 AU from the sun. Assuming we travel in a straight line we need to pass 4.2*150= 630 million kilometers.

At 2 million km/hr it would take 315 hours which is 13 days and 8 hours.

This calculation is not considering relativistic effects.

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How long would it take to get to Jupiter traveling at 500 miles per hour?

Traveling at 500 miles per hour, it would take approximately 1,296 years to reach Jupiter, which is an average distance of 365 million miles from Earth. This calculation assumes a direct flight path and does not account for the gravitational pull of other celestial bodies or the changing positions of Jupiter and Earth in their orbits.


How long is 1 hour on Jupiter?

One hour on Jupiter is equivalent to about 9.9 Earth hours, as Jupiter has a much shorter rotation period than Earth. This rapid rotation contributes to Jupiter's distinct appearance, including its fast-moving cloud patterns and famous Great Red Spot.


The distance from the sun to Jupiter is 778000000000 miles so How long does it take for light from the sun to reach Jupiter?

You seem have too many zeros. Jupiter is 778 million Kilometers (778,000,000), NOT miles from the Sun. The number of miles is about 484 million (484,000,000). Light will take just over 40 minutes to reach Jupiter. The speed of light is abut 186,000 miles per second (300,000 kilometers per second)


How long will it take to get from earth to sun travelling at 1000 miles per hour?

It takes Jupiter 4331 Earth days to travel around the Sun.


How long does it take for Jupiter to go around the sun?

"How long goes it take Jupiter to orbit the Sun?" is a question that we get from time to time here on Universe Today. Jupiter orbits the Sun every 11.86 Earth years (or 4,332 days). The longer orbital period for Jupiter is because it orbits at an average distance of 778 million km(Earth orbits at an average of 150 million km).

Related Questions

How long will it take to go the planet Jupiter?

That would totally depend on how fast you were going. The Galileo spacecraft took six years to get to Jupiter going thousands of miles per hour.


How long would it take to travel from the Jupiter to the sun in a car at 100km an hour if the distance from the sun to Jupiter is 778.3 million km?

Approximately 888 (887.881159) years at 100km/h


How long does it take to drive to Jupiter going 80 miles per hour?

Divide the distance, in miles, by the speed. The answer will be in hours.


How long is an earth hour on Jupiter?

An Earth hour is equivalent to 2.4 Earth hours on Jupiter. This is because Jupiter has a much shorter rotation period; it takes about 10 hours to complete one full rotation on its axis. Therefore, an hour on Jupiter is significantly shorter than an hour on Earth.


How long will it take to get to Jupiter going at 200 000 km an hour?

Jupiter, at its closest, is 591 000 000 (five hundred and ninety one million) miles away. To work out how long it will take to get to Jupiter travelling at 200 000 km/h you have to do the following equation: time = distance x speed so... time = 591 000 000 x 200 000 = 1.182 x 10^14 which is equal to 118200000000000 hours


How long is Jupiter from the sun in km?

Jupiter is approximately 778 million kilometers from the sun on average.


How long has the big red spot get on Jupiter?

over 2 million years


How long does it take to go 365 million miles going 100 miles an hour?

3,650,000 hours, or about 416 years 3 months.


What is an absurd answer to how long is an hour?

1 million minutes.


How long to drive 30 million miles?

One hour at 30 million mph


How long does it take to reach Jupiter?

Earth is 588 million kilometers away from Jupiter. On a space shuttle, it would take about 2 years to reach Jupiter from Earth.


How long would it take to get to Jupiter traveling at 500 miles per hour?

Traveling at 500 miles per hour, it would take approximately 1,296 years to reach Jupiter, which is an average distance of 365 million miles from Earth. This calculation assumes a direct flight path and does not account for the gravitational pull of other celestial bodies or the changing positions of Jupiter and Earth in their orbits.