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The summit of Mount Everest stands at 8,849 m above sea level. What is the approximate barometric pressure of normal air that a climber would feel at the summit of Mount Everest? (Note: Atmospheric pressure at sea level is 1 atm = 760 mmHg.)A.21 mmHgB.42 mmHgC.200 mmHgD.500 mmHg

Question

The summit of Mount Everest stands at 8,849 m above sea level. What is the approximate barometric pressure of normal air that a climber would feel at the summit of Mount Everest? (Note: Atmospheric pressure at sea level is 1 atm = 760 mmHg.)A.21 mmHgB.42 mmHgC.200 mmHgD.500 mmHg

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Solution

To answer this question, we need to understand how atmospheric pressure changes with altitude. The atmospheric pressure decreases approximately exponentially with altitude. The scale height (the altitude change for the pressure to decrease by a factor of e) is about 8.5 km.

Mount Everest is 8.849 km above sea level. So, the pressure decrease factor is approximately e^(8.849/8.5) = 2.718^(1.041) = 2.83.

Therefore, the pressure at the summit of Mount Everest is about 1 atm / 2.83 = 0.354 atm.

To convert this to mmHg, we multiply by 760 mmHg/atm, so the pressure is about 0.354 * 760 = 268.44 mmHg.

However, this is not an option in the multiple choice answers. This discrepancy may be due to the fact that the actual pressure at the summit of Mount Everest can vary depending on weather conditions.

Given the options, the closest answer would be C. 200 mmHg.

This problem has been solved

Similar Questions

The pleasure of hiking in the world's highest mountains cannot be exaggerated. Neither can the hazard. Altitude sickness can occur in some people at altitudes as low as 2400 m, but serious symptoms do not usually occur until over 3600 m. Even then, it is not the height that is important, but rather the speed in which a person ascends to that altitude. Table 1 shows the pressure changes that occur as one ascends a mountain.Table 1 Pressure at various altitudesAir at sea level is about 21% oxygen and 78% nitrogen. The barometric pressure is around 760 mmHg. As altitude increases, the composition of air remains the same, but the number of oxygen molecules per breath is reduced. At 3600 meters, the barometric pressure is only about 480 mmHg, so the body takes in only about 60% of the oxygen per inhalation that it does at sea level. As a result, the body compensates for having less oxygen. Air pressure (Pa) above sea level is calculated using Equation 1:Equation 1:  P = 101325 (1 - 2.25577 x 10-5 h) 5.25where h = altitude above sea level in meters. In addition, high altitude and low air pressure cause fluid to leak from the capillaries in both the lungs and the brain, which can lead to fluid buildup. Continuing on to higher altitude without proper acclimatization can lead to potentially serious, even life-threatening altitude sickness.Acetazolamide is the most tried and tested drug for altitude sickness prevention and treatment. Unlike other treatments, this drug does not mask the symptoms but rather treats the problem. It works by increasing the amount of alkali (bicarbonate) excreted in the urine, making the blood more acidic. Acidifying the blood drives ventilation, which is the basis of acclimatization.Question 1What is the approximate partial pressure of oxygen at 1500 m? A.0.11 atmB.0.18 atmC.0.67 atmD.0.85 atm

When Messner and Habeler climbed Mount Everest without supplemental oxygen, the scientists had to reevaluate their calculations that VO2 max at the top of Everest.They found that the barometric pressure was higher than expected at the top of Everest. oxygen percentage was higher than expected at the top of Everest. air temperature was was higher than expected at the top of Everest. hemoglobin levels at that altitude was higher than expected at the top of Everest.

What is the average atmospheric pressure at sea level as defined by the International Standard Atmosphere?1 MarksChoose Option AA. 101325 pascalsChoose Option BB. 14.6959 pascalsChoose Option CC. 1013 pascalsChoose Option DD. 984.43 pascals

Atmospheric pressure, as a function of altitude. (1 Point)

State the relationship between altitude and air pressure

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