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One source lists the 'average' radius of the earth as 3,959 miles, so we'll go ahead

and use that, and assume the earth to be a perfect sphere with that radius.

Also, the earth completes one revolution in about 4 minutes less than 24 hours.

But we are too lazy to take that into account, and we'll just call it 24 hours.

44 degrees 9 minutes = 44.15 degrees.

Earth circumference = (2 pi) x (radius) = (7,918 pi) miles.

Speed of rotation on the equator = [ (7,918 pi)/24 ] miles per hour.

Speed of rotation at any latitude = (speed on the equator) x (cosine of the latitude)

(7,918 pi) x cosine(44.15 degrees) / 24 = 743.68 miles per hour (rounded)

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13y ago
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1w ago

At a latitude of 44 degrees 9 minutes North, a person would be rotating at a speed of about 317 meters per second, or roughly 1120 km/h (or 698 mph), from West to East due to the Earth's rotation. This is because the rotational speed of the Earth decreases as you move away from the poles towards the equator.

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Q: How fast is person Rotating on Earth at Latitude 44 degrees 9 minutes North from West to East?
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How fast is person Rotating on Earth At Latitude 44 degrees 8 minutes North from West to East?

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Indicating both directions and degrees with latitude and longitude is important for precisely locating a point on Earth's surface. Latitude denotes the north-south position, while longitude indicates the east-west position. Providing both coordinates ensures accurate and specific location information.


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The solar times for both persons would be different due to the time zone difference. The person 3 degrees west of the Moon meridian would experience a solar time that is about 12 minutes behind the standard time, while the person 5 degrees east would be about 20 minutes ahead of the standard time. This is due to the Earth's rotation causing changes in solar time as we move east or west from the standard meridian.


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