Question

Каково будет атмосферное давление на вершине горы,если у ее подножия температура была + 10°С ,давление было 750 мм.рт.ст., а вершине горы температура составило- 5° С. Плиз срочно!!!

Answer 1

0,6-100м падает температура

10 мм.рт.ст-100 м падает давление

ответ 600 мм.рт.ст

Answer 2

Atmospheric Pressure Calculation

To calculate the atmospheric pressure at the top of the mountain, we need to consider the change in temperature and altitude. The atmospheric pressure decreases with increasing altitude. The relationship between temperature, altitude, and atmospheric pressure can be described using the barometric formula.

The barometric formula is given by:

P2 = P1 * (T2 / T1) ^ (-g / (R * L))

Where: - P1 is the pressure at the base of the mountain (750 mmHg) - T1 is the temperature at the base of the mountain (-10°C + 273.15 = 263.15 K) - T2 is the temperature at the top of the mountain (-5°C + 273.15 = 268.15 K) - g is the acceleration due to gravity (approximately 9.8 m/s^2) - R is the ideal gas constant (approximately 8.314 J/(mol·K)) - L is the temperature lapse rate, which represents the rate at which temperature decreases with increasing altitude (typically around 0.0065 K/m)

Let's calculate the atmospheric pressure at the top of the mountain using the given values.

Calculation:

P2 = 750 * (268.15 / 263.15) ^ (-9.8 / (8.314 * 0.0065))

Using this formula, we can calculate the atmospheric pressure at the top of the mountain.

Please note that the given sources do not provide specific information related to this calculation. However, the barometric formula is a well-known equation used to estimate atmospheric pressure changes with altitude and temperature.

Let's calculate the result.