Question

Срочно очень какая высота горы если на ее вершине атмосферное давление меньше давления у основания на 40 мм рт. ст.?

Answer 1

440 метров потому что 1 мм рт сп =11 метров

Answer 2

Calculating the Height of the Mountain

To calculate the height of the mountain given the difference in atmospheric pressure between its summit and base, we can use the relationship between atmospheric pressure and altitude. The change in pressure with respect to the change in altitude is given by the barometric formula:

P(h) = P(0) * e^(-h/H)

Where: - P(h) is the pressure at altitude h - P(0) is the pressure at sea level - e is the base of the natural logarithm - h is the altitude - H is the scale height of the atmosphere

By rearranging the formula, we can solve for the altitude h:

h = -H * ln(P(h) / P(0))

Given that the difference in pressure is 40 mmHg (or 40 mm of mercury, which is equivalent to 40 * 133.322 Pa), we can use the average sea-level pressure of 101325 Pa as P(0) and the pressure at the summit as P(h).

Calculating the Altitude

Using the barometric formula and the given pressure difference, we can calculate the altitude of the mountain's summit.

h = -H * ln((P(0) - 40*133.322) / P(0))

Let's calculate the altitude using the given values.