Question

Як зміниться атмосферний тиск на вершині гори Говерла (2061 м), якщо біля підніжжя атмосферний тиск складає 760 мм от. ст.​

Answer 1

Ответ:

1) 2061 - 760 = 1301 м.

2) З поняттям нагору на 1000 м атмосферний тиск падає на 100 мм рт.ст.

1000 м — 100 мм рт. ст.

1301 м — х мм рт. ст.

х = 130,1 мм рт. ст.

3) 760 - 130,1 = 629, 9 мм рт. ст

Объяснение:

Answer 2

Change in Atmospheric Pressure at the Summit of Mount Hoverla

At the summit of Mount Hoverla, which is 2061 meters above sea level, the atmospheric pressure will be lower compared to the pressure at the base of the mountain, where it is 760 mmHg.

Calculation of Atmospheric Pressure Change:

To calculate the change in atmospheric pressure at the summit of Mount Hoverla, we can use the following formula:

P2 = P1 * e^(-h/8434.5)

Where: - P1 = atmospheric pressure at the base of the mountain (760 mmHg) - P2 = atmospheric pressure at the summit of the mountain - h = height difference between the base and the summit (2061 meters)

Calculation: - P1 = 760 mmHg - h = 2061 meters

Using the formula: P2 = 760 * e^(-2061/8434.5)

Let's calculate the value of P2 using the given formula.

Calculation: P2 = 760 * e^(-2061/8434.5) = 760 * e^(-0.244) ≈ 760 * 0.783 ≈ 595.88 mmHg

Conclusion: The atmospheric pressure at the summit of Mount Hoverla (2061 meters) is approximately 595.88 mmHg. This is the expected atmospheric pressure at the summit based on the given height difference and the atmospheric pressure at the base of the mountain.