Question

У подножья горы борометер показывает 760 мм рт. Ст. , А у ее вершине 68 мм рт., ст ., Опредилите высоту горы

Answer 1

1 мм рт. ст. примерно равен 12 м, следовательно, 
h=(760-68)*12=8304 м

Answer 2

Calculation of Mountain Height

To determine the height of the mountain, we can use the difference in atmospheric pressure between the base and the summit. The atmospheric pressure decreases with increasing altitude, so we can use the difference in pressure readings to calculate the height.

Given that the barometer at the base of the mountain shows a reading of 760 mmHg (millimeters of mercury) and at the summit it shows a reading of 68 mmHg, we can calculate the height of the mountain using the following formula:

Height of the mountain = (Pressure at the base - Pressure at the summit) / Pressure gradient

The pressure gradient is the rate at which atmospheric pressure decreases with increasing altitude. It is typically around 1 mmHg per 10 meters of altitude.

Let's calculate the height of the mountain using the given pressure readings:

Pressure at the base: 760 mmHg Pressure at the summit: 68 mmHg Pressure gradient: 1 mmHg per 10 meters

Height of the mountain = (760 mmHg - 68 mmHg) / (1 mmHg per 10 meters)

Calculating the difference in pressure:

Height of the mountain = 692 mmHg / (1 mmHg per 10 meters)

Converting the pressure to meters:

Height of the mountain = 6920 meters

Therefore, the height of the mountain is approximately 6920 meters.

Please note that this calculation assumes a constant pressure gradient and does not take into account other factors that may affect atmospheric pressure, such as temperature variations.