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The answer depends on whether you mean 15 degrees on a clock face (0.5 hours) or 15 degrees of longitude (1 hour).

Q: How many hours on 15 degrees?

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Neptune has an uneven rotation that varies between 12 to 18 hours. I will use 15 hours as a midpoint. Neptune has 360 degrees total. Divide that by 15 and you get 24 degrees per hour. Multiply 24 by 3 and you get 72 degrees. So, based on 15 hour rotation time, Neptune will spin 72 degrees in just 3 hours.

7.5 degrees per hour

7.5 degrees per hour.

On an ordinary clock, with 12 hours on the face, the hour hand rotates360 degrees in 12 hours30 degrees in 1 hour = 60 minutes1/2 degree per minute5 degrees in 10 minutes

131,490 hours.

Related questions

The Earth rotates 15 degrees every hour, so in six hours it will have rotated 90 degrees.

it would be 30 degrees It is 15 degrees. (360 degrees/24 hours = 15).

The sun appears to move 15 degrees of longitude each hour if it moves 360 degrees in 24 hours. This is because there are 24 hours in a day, so dividing 360 degrees by 24 hours gives us 15 degrees per hour.

It rotated 15 degrees, because 360 divided by 24 is 15, and 15 times 3 is 45.

That would be 15 degrees---360 divided by 24 hours

Neptune has an uneven rotation that varies between 12 to 18 hours. I will use 15 hours as a midpoint. Neptune has 360 degrees total. Divide that by 15 and you get 24 degrees per hour. Multiply 24 by 3 and you get 72 degrees. So, based on 15 hour rotation time, Neptune will spin 72 degrees in just 3 hours.

There are 15 degrees of longitude in each hour of time. This is because the Earth completes a full rotation of 360 degrees in 24 hours, which translates to 15 degrees per hour.

There are 15 degrees of longitude in each timezone, because there are 360 degrees of longitude and 24 hours a day, so 360/24 is 15.

1 revolution / 24 hours = 360 degrees / 24 hours = 15 degrees per hour

The sun appears to move 15 degrees of longitude each hour (360 degrees รท 24 hours = 15 degrees per hour).

360 degrees in 24 hours means 15 degrees per hour.

The time taken will depend on the speed at which the journey is undertaken.