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Converting ruler distance on the Mercator map into true (great circle) distance on the sphere is straightforward along the equator but nowhere else. One problem is the variation of scale with latitude, and another is that straight lines on the map ( rhumb lines ), other than the meridians or the equator, do not correspond to great circles.
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Chand Baori. / 27.0073°N 76.6065°E / 27.0073; 76.6065. Chand Baori is a stepwell situated in the village of Abhaneri in the Indian state of Rajasthan. [1] [2] [3] It extends approximately 30 m (100 ft) into the ground, making it one of the deepest and largest stepwells in India. [4] It is named after a local ruler of Nikumbh dynasty ...
D (all except rush hours, peak direction) The 174th–175th Streets station is a local station on the IND Concourse Line of the New York City Subway, located at the Grand Concourse between East 174th and 175th Streets in the Bronx. It is served by the D train at all times except rush hours in the peak direction, when the B train takes over service.
Yes - routing with directions Yes No Map types 6: map with traffic data (separate transit and bicycle view), satellite with traffic data (3D LiDar for certain places not present in most places), hybrid 9: road, satellite, hybrid, bird's eye, traffic, 3D, London street map, ordnance survey map, venue map 3: road, satellite, traffic
The Hillary Step is a nearly vertical rock face with a height of around 12 metres (40 ft) located near the summit of Mount Everest, about 8,790 metres (28,839 ft) above sea level. [1] Located on the southeast ridge, halfway between the "South Summit" and the true summit, the Hillary Step is the most technically difficult part of the typical ...
Mangi-Tungi is a prominent twin-pinnacled peak with plateau in between, located near Tahrabad about 125 km from Nashik, Maharashtra, India.Mangi, 4,343 ft (1,324 m) high above sea level, is the western pinnacle and Tungi, 4,366 ft (1,331 m) high, the eastern.
The haversine formula determines the great-circle distance between two points on a sphere given their longitudes and latitudes.Important in navigation, it is a special case of a more general formula in spherical trigonometry, the law of haversines, that relates the sides and angles of spherical triangles.
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