The temperature at 4 a.m. was -13 degress F. The temperature was rising at a steady rate of 5 degrees an hour. At what time will the temperature be 12 degrees F?
Answers
Answered by
5
Solution:-
Temperature at 4 AM = -13° F
Rate of temperature rising = 5° F
After one hour the temperature will be = (-13 + 5)° F
After two hours the temperature will be = (-13 + 10)° F
After three hours the temperature will be = (-13 + 15)° F
After four hours the temperature will be = (-13 + 20)° F
After five hours the temperature will be = (-13 + 25)° F
⇒ 12° F
So the time will be 4 AM + 5 hours = 9 AM.
AT 9 AM the temperature will be 12° F.
Temperature at 4 AM = -13° F
Rate of temperature rising = 5° F
After one hour the temperature will be = (-13 + 5)° F
After two hours the temperature will be = (-13 + 10)° F
After three hours the temperature will be = (-13 + 15)° F
After four hours the temperature will be = (-13 + 20)° F
After five hours the temperature will be = (-13 + 25)° F
⇒ 12° F
So the time will be 4 AM + 5 hours = 9 AM.
AT 9 AM the temperature will be 12° F.
Answered by
4
Initial Temperature at 4 am: -13 °F
Final Temperature = 12°F
Rate of increase of Temperature = 5 °F/hour
Duration = amount of temperature to rise / rate
= [12° - (-13°) ] / 5 hours
= 5 hours
So at 4 am + 5 hours = 9 am the temperature will be 12°F
Final Temperature = 12°F
Rate of increase of Temperature = 5 °F/hour
Duration = amount of temperature to rise / rate
= [12° - (-13°) ] / 5 hours
= 5 hours
So at 4 am + 5 hours = 9 am the temperature will be 12°F
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