Question

По мере удаления вверх о поверхности земли температура воздуха изменялась через каждые 100 м на -0,6*С. Найдите температуру воздуха на высоте 1 км, 2 км и 3 км от подножия горы, где температура воздуха была -4 *С

Answer 1

100 м на -0,6, тогда 1 км на -0,6*10=-6 градусов

1 км: -4-6=-10 градусов

2 км: -4-6*2=-16 градусов

3 км: -4-6*3=-22 градуса

Answer 2

Calculation of Temperature at Different Heights

To calculate the temperature at different heights above the surface of the Earth, we can use the given information that the temperature decreases by 0.6°C for every 100 meters of elevation.

Given that the temperature at the base of the mountain is -4°C, we can calculate the temperature at different heights as follows:

1. Temperature at 1 km above the base of the mountain: - Since 1 km is equivalent to 10 times 100 meters, the temperature would decrease by 10 times the rate of 0.6°C. - Therefore, the temperature at 1 km above the base of the mountain would be -4°C - (10 * 0.6°C) = -4°C - 6°C = -10°C.

2. Temperature at 2 km above the base of the mountain: - Similar to the previous calculation, since 2 km is equivalent to 20 times 100 meters, the temperature would decrease by 20 times the rate of 0.6°C. - Therefore, the temperature at 2 km above the base of the mountain would be -4°C - (20 * 0.6°C) = -4°C - 12°C = -16°C.

3. Temperature at 3 km above the base of the mountain: - Again, using the same logic, since 3 km is equivalent to 30 times 100 meters, the temperature would decrease by 30 times the rate of 0.6°C. - Therefore, the temperature at 3 km above the base of the mountain would be -4°C - (30 * 0.6°C) = -4°C - 18°C = -22°C.

Please note that these calculations are based on the given information and the assumption that the temperature decreases uniformly with elevation.