WebSep 20, 2009 · proportional to the radius, the circumference of the earth at 60 degrees North latitude is approximately 12,000 miles. Which is all a long-winded way of saying … WebThe 30th parallel north is a circle of latitude that is 30 degrees north of the Earth's equatorial plane.It stands one-third of the way between the equator and the North Pole and crosses Africa, Asia, the Pacific Ocean, North America and the Atlantic Ocean.The parallel is used in some contexts to delineate Europe or what is associated with the continent of …
What Is The Circumference Of The Earth? - WorldAtlas
WebMar 2, 2009 · The circumference of the Earth in kilometers is 40,075 km, and the circumference of the Earth in miles is 24,901. In other words, if you could drive your car around the equator of the Earth (yes ... WebMay 2, 2013 · The circumference is 40,074 km. This means a radius of 6,377 km (N. pole to equator-FE) or (center of sphere to equator-RE) That would work for either one, … ready or not pelicula completa online
How many miles around the Earth? - The Nine Planets
WebApr 2, 2024 · Eratosthenes, in full Eratosthenes of Cyrene, (born c. 276 bce, Cyrene, Libya—died c. 194 bce, Alexandria, Egypt), Greek scientific writer, astronomer, and poet, who made the first measurement of the size of Earth for which any details are known. At Syene (now Aswān), some 800 km (500 miles) southeast of Alexandria in Egypt, the … WebApr 12, 2024 · Mercury is small with an equatorial circumference of 9,525.1 miles (15,329.1 km), a little more than 1/3 the width of Earth. It is the closest planet to our Sun at an average distance of 36 million miles (58 million kilometers or 0.4 AU). Mercury’s axis is tilted just 2 degrees, meaning little to no seasonal variations. WebGiven you're looking for a simple formula, this is probably the simplest way to do it, assuming that the Earth is a sphere with a circumference of 40075 km. Length in km of 1° of latitude = always 111.32 km. Length in km of 1° of longitude = 40075 km * cos( latitude ) / 360. ... latitude[m] = ( 2 * pi * R[m] * latitude[deg] ) / 360[deg] ready or not port hoken