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During summer, the temperature within a room is [tex]37^\circ C[/tex]. If an air conditioner cools the room by [tex]5^\circ C[/tex] per minute, what will be the temperature of the room after 5 minutes of switching on the air conditioner?

Answer :

The air conditioner cools the room by 5°C each minute, and after 5 minutes, the temperature drops from 37°C to 12°C.

The temperature of the room initially is 37°C. With the air conditioner cooling the room at a rate of 5°C/min, after 5 minutes, the total temperature decrease would be 5 minutes × 5°C/min = 25°C.

To find the new temperature of the room after 5 minutes, we subtract the total temperature decrease from the initial temperature:

37°C - 25°C = 12°C.

So, the temperature of the room after 5 minutes of running the air conditioner will be 12°C.

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Rewritten by : Barada

Answer:

Step-by-step explanation:

37 - 5^5 = 12

ANSWER = 12*C