Determine the air temperature at the top of a mountain 4000m high, at its foot t = + 24 *
| September 9, 2021 | education
It is known that with an increase in altitude by 1 km, the air temperature will decrease by 6 ° C.
In this case, since the height of this mountain is 4000 meters, the temperature difference between the top of the mountain and its foot will be equal to:
4000/1000 * 6 = 4 * 6 = 24 ° C.
Since the air temperature at the foot of the mountain is 24 ° C, the air temperature at the top will be equal to:
24 – 24 = 0 ° C.
Answer:
The air temperature at the summit will be 0 ° С.
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