Question

При подъеме на гору атмосфероне давление изменилось с 752 мм. рт.ст. у основания до 729 мм.рт.ст. на вершине. Какова высота горы? На каждые 12 м подъёма атмосферное давление уменьшается на 1 мм.рт.ст.

Answer 1

При подъеме на гору атмосфероне давление изменилось с P1=752 мм. рт.ст. у основания до P2=729 мм.рт.ст. на вершине. Какова высота горы? На каждые 12 м подъёма атмосферное давление уменьшается на 1 мм.рт.ст.

h - ?

Р1-P2=752-729=23 мм рт cт

h=23 *12=276 м

Ответ h=276 м

Answer 2

Calculation of Mountain Height

To calculate the height of the mountain, we can use the given information about the change in atmospheric pressure during the ascent.

The atmospheric pressure at the base of the mountain is 752 mmHg, and at the summit, it is 729 mmHg. We are also given that for every 12 meters of ascent, the atmospheric pressure decreases by 1 mmHg.

To find the height of the mountain, we need to determine how many times the pressure decreases by 1 mmHg during the ascent.

Let's calculate:

1. Calculate the difference in pressure between the base and the summit: - 752 mmHg - 729 mmHg = 23 mmHg

2. Calculate the number of times the pressure decreases by 1 mmHg: - 23 mmHg / 1 mmHg = 23 times

3. Calculate the corresponding ascent in meters: - 23 times * 12 meters = 276 meters

Therefore, the height of the mountain is 276 meters.

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