The rotation speed of the Earth varies with latitude due to its spherical shape. At 28 degrees latitude, the rotational speed is approximately 800 miles per hour (about 1,287 kilometers per hour). This speed is lower than at the equator, where it reaches about 1,670 kilometers per hour (1,040 miles per hour) due to the Earth's curvature.
At a latitude of 60 degrees north, you would be rotating with the Earth at a speed of about 483 meters per second. This is because the speed of rotation of the Earth decreases with increasing latitude, but at that specific latitude, that would be the approximate speed.
The linear speed of the Earth's rotation at any latitude can be calculated by multiplying the cosine of the latitude by the equatorial rotational speed of the Earth, which is approximately 1670 kilometers per hour (1037 miles per hour). At latitude 60.24 degrees north, the linear speed of the Earth's rotation would be approximately 835 kilometers per hour (519 miles per hour).
Yes, the speed of rotation at the equator is faster than in Canada due to the larger circumference of the Earth at the equator. This difference in rotational speed is caused by the flattening of the Earth's shape at the poles, known as oblateness.
The circumference around the Earth at different latitudes varies, from 40,075 km at the equator, to 26,291 km at 49° latitude, to 0km at the axis of rotation (i.e. the North and South poles). Thus, as the Earth spins around it's axis, different latitudes will cover different distances within the same time frame. And since speed (and velocity) are calculated by dividing distance by time, the speed (and velocity) will therefore decrease as you approach the poles.
The Earth rotates at a rate of slightly over 15 arc-seconds per second.The actual speed of rotation depends on latitude. It's greatest at the equator. At the equator, the Earth's rotation speed is about 465 meters per second.
At a latitude of 60 degrees north, you would be rotating with the Earth at a speed of about 483 meters per second. This is because the speed of rotation of the Earth decreases with increasing latitude, but at that specific latitude, that would be the approximate speed.
The linear speed of the Earth's rotation at any latitude can be calculated by multiplying the cosine of the latitude by the equatorial rotational speed of the Earth, which is approximately 1670 kilometers per hour (1037 miles per hour). At latitude 60.24 degrees north, the linear speed of the Earth's rotation would be approximately 835 kilometers per hour (519 miles per hour).
The latitude closest to the equator travels at the fastest speed because its rotational velocity is highest due to the Earth's rotation. As you move towards the poles, the rotational speed decreases.
Yes, the speed of rotation at the equator is faster than in Canada due to the larger circumference of the Earth at the equator. This difference in rotational speed is caused by the flattening of the Earth's shape at the poles, known as oblateness.
The circumference around the Earth at different latitudes varies, from 40,075 km at the equator, to 26,291 km at 49° latitude, to 0km at the axis of rotation (i.e. the North and South poles). Thus, as the Earth spins around it's axis, different latitudes will cover different distances within the same time frame. And since speed (and velocity) are calculated by dividing distance by time, the speed (and velocity) will therefore decrease as you approach the poles.
The magnitude of the Coriolis force is influenced by the speed of the object, the latitude of the object, and the Earth's rotation rate. Objects moving faster or situated at higher latitudes will experience a greater Coriolis force.
The Earth rotates at a rate of slightly over 15 arc-seconds per second.The actual speed of rotation depends on latitude. It's greatest at the equator. At the equator, the Earth's rotation speed is about 465 meters per second.
One source lists the 'average' radius of the earth as 3,959 miles, so we'll go aheadand 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)
in average speed it has to be around 648000km
The earth's orbital speed has no influence or effect on its rotation.
Earth's rotation speed is gradually decreasing, as a result of the tides.
"Quick and dirty":Earth radius = 4,000 milesCircumference = 2 pi R = (8,000 pi) milesRotation period = 24 hoursSpeed of a point on the equator = circumference/period = 8,000 pi miles/24 hours-- That's the speed on the equator = zero latitude.-- The north pole is 90 degrees latitude, and the rotation speed there is zero.-- A quantity that's full-size at zero degrees and zero at 90 degrees is varyingin proportion to the cosine of the latitude.Speed at 35 degrees latitude = ( 8,000 pi/24 ) x cos(35) = 858 miles per hour.Note:Don't get into an argument with anybody who comes along and says no, that'snot correct, it's actually 865, or 832, or 857.294 etc. Every number in my solutionis rounded, except for the zero degrees and 90 degrees. So the answer I gotis correct to an 'order of magnitude' and maybe a couple of significant figures.It gives you 'feeling' for the actual speed of a point on the 35th parallel, but Iwould not enter it in a contest where points are awarded for precision.