Solution-How long is the perpendicular from the city to the

How long is the perpendicular from the city to the spin axis

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Reference no: EM13952103

New York City is traveling around at a tangential speed of about 353 m/s (i.e., 790 mi/h) as the Earth spins. Assuming the planet is a sphere of radius 6371 km, how long is the perpendicular from the city to the spin axis? Compute the city's latitude (i.e., the angle measured above or below the equator).

Reference no: EM13952103

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How long is the perpendicular from the city to the spin axis : New York City is traveling around at a tangential speed of about 353 m/s (i.e., 790 mi/h) as the Earth spins. Assuming the planet is a sphere of radius 6371 km, how long is the perpendicular from the city to the spin axis? Compute the city's lati..

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How long is the perpendicular from the city to the spin axis

Reference no: EM13952103

Reference no: EM13952103

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