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Calculate height (Approx) of atmosphere considering density of atmosphere is uniform (rho = 1.3 kg//m^3)
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SOLVED:The air density at the top of Mount Everest (hFurers =8850 m. ) is 34.8 % of the air density at sea level. If the air pressure at the top of Mount
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SOLVED: Calculate the change in air pressure you will experience you climb 500 m mountain, assuming that the temperature and air density do not change over this distance and that - they
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The density of air at N.T.P. is 1.293 gm/lit . If the pressure is tripled keeping its temperature constant its density becomes
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