Question

Решите задачу. Рассчитайте высоту холма, если атмосферное давление у его подножья составляет 760 мм. рт. ст., а на его вершине - 750 мм. рт. ст.?

Answer 1

Ответ: 105 метров

Объяснение: Сперва находим разницу атмосферного давления у подножья и на вершине холма.

760 - 750 = 10 мм.рт.ст.

Принимаем значение изменения атмосферного давления на 1 мм.рт.ст. с увеличением высоты на каждые 10,5 метров.

В таком случае высота холма составит:

10 * 10,5 = 105 метров.

Ответ:

Высота холма 105 метров.

Answer 2

Calculating the Height of the Hill Based on Atmospheric Pressure

To calculate the height of the hill based on the given atmospheric pressures at its base and summit, we can use the difference in pressure to determine the height difference.

Given: Atmospheric pressure at the base of the hill = 760 mm Hg Atmospheric pressure at the summit of the hill = 750 mm Hg

Using the Difference in Atmospheric Pressure to Calculate Height

The difference in atmospheric pressure between the base and the summit of the hill can be used to calculate the height difference.

The pressure difference is 760 mm Hg - 750 mm Hg = 10 mm Hg.

Converting Pressure Difference to Height Difference

To convert the pressure difference to a height difference, we can use the relationship between pressure and height in a fluid column. The pressure difference is proportional to the height difference.

The pressure difference of 10 mm Hg corresponds to a height difference of approximately 13.6 meters.

Therefore, the height of the hill is approximately 13.6 meters.