We can measure earth speed
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we know,
radius of Earth=6400Km
therefore,
circumference of Earth= 40,075 km
that is any object on the surface of Earth covers a distance of 40,075 km per day.
so the speed at which the area on Earth i.e. from 90° latitude to -90° latitude in a parabolic uniform curve can be 0 to 1040mph.
by diving the circumference by 23hr 56min 4s.
getting 1040mph
them when we multiply it with the speed at equator by the cosine of the latitude at that point.
The result is the graphic that reveals the speed of a point on Earth's surface for any given latitude as a result of the rotation of the Earth about its axis.
The values on the graph are accurate to within about 1 mph (1.6 km/hr) of your actual speed.
It does not take into account our rotation around the sun into account, which is roughly 67,000 mph orbital speed.
NONE WAS COPIED AND HOPE IT HELPED
PLEASE MARK BRAINLIEST
radius of Earth=6400Km
therefore,
circumference of Earth= 40,075 km
that is any object on the surface of Earth covers a distance of 40,075 km per day.
so the speed at which the area on Earth i.e. from 90° latitude to -90° latitude in a parabolic uniform curve can be 0 to 1040mph.
by diving the circumference by 23hr 56min 4s.
getting 1040mph
them when we multiply it with the speed at equator by the cosine of the latitude at that point.
The result is the graphic that reveals the speed of a point on Earth's surface for any given latitude as a result of the rotation of the Earth about its axis.
The values on the graph are accurate to within about 1 mph (1.6 km/hr) of your actual speed.
It does not take into account our rotation around the sun into account, which is roughly 67,000 mph orbital speed.
NONE WAS COPIED AND HOPE IT HELPED
PLEASE MARK BRAINLIEST
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