At the foot of the mountain, P = 98642 Pa, and at its top, P = 90317 Pa. Using this data, determine the height of the mountain

univerkov | August 2, 2021 | education

These tasks: P1 (pressure at the foot of the mountain in question) = 98642 Pa; P2 (top pressure) = 90317 Pa.

Let us express the height of the mountain under consideration from the barometric pressure formula: h = 18400 * log * (P1 / P2).

Let’s make a calculation: h = 18400 * log (98642/90317) ≈ 705 m.

Answer: The height of the mountain in question is 705 meters.

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