[15] Atmospheric pressure (P) decreases with increasing altitude (h) based on the following exponential function (with e as the base): P = Pº expl Mgh RT where Pº=1 atm at h=0 (sea level) and Tis the average temperature of the atmosphere, M the molar mass of air (29 g mol-¹), and g the standard gravity. Please estimate the boiling point of water at atmospheric temperature T=293.2 K, and height h=3000 m. The heat of vaporization of water at 293.2 K is 44.22 kJ mol-

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[15] Atmospheric pressure (P) decreases with increasing altitude (h) based on the following exponential
function (with e as the base):
P = Pº
1
exp
Mgh
RT
where Pº=1 atm at h=0 (sea level) and T'is the average temperature of the atmosphere, M the molar mass of
air (29 g mol-¹), and g the standard gravity. Please estimate the boiling point of water at atmospheric
temperature T=293.2 K, and height h=3000 m. The heat of vaporization of water at 293.2 K is 44.22 kJ mol-
Transcribed Image Text:1. [15] Atmospheric pressure (P) decreases with increasing altitude (h) based on the following exponential function (with e as the base): P = Pº 1 exp Mgh RT where Pº=1 atm at h=0 (sea level) and T'is the average temperature of the atmosphere, M the molar mass of air (29 g mol-¹), and g the standard gravity. Please estimate the boiling point of water at atmospheric temperature T=293.2 K, and height h=3000 m. The heat of vaporization of water at 293.2 K is 44.22 kJ mol-
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