Question

Last winter in the northeast the temperature was 5degrees Fahrenheit at midnight. It dropped 3 degrees every hour for 3hours and then rose 8 degrees every hour after that. What was the temperature at​ noon?

Answer 1

Answer:

68 $^\circ F$

Step-by-step explanation:

Initial temperature in the northeast in the midnight = 5 $^\circ F$

Drop for the next three hours = 3 degrees per hour.

Temperature after the 3 hours = 5 $^\circ F$ - 3 - 3 - 3  = - 4$^\circ F$

Now, it is given that the temperature is rising 8$^\circ F$ every hour.

3 hours have already passed from the midnight.

Now, there are 9 more hours till noon.

So, the temperature at noon can be found by adding 8 for 9 times in the temperature after 3 hours.

Temperature at noon = - 4 + 8 + 8 .... 9 times

Temperature at noon = - 4 + 9 $\times$ 8 = -4 +72 = 68$^\circ F$

Therefore, the answer is: 68$^\circ F$