The temperature in Jonestown and Cooperville was the same at 1:00. By 2:00, the temperature in Jonestown dropped 10 degrees, and the tempature in Cooperville dropped 6 degrees. By 3:00, the temperature in Jonestown dropped 8 more degrees, and the temperature in Cooperville dropped 2 more degrees.

Write and equation that models the change to the temperature in Jonestown since 1:00.

Write an equation that models the change to the temperature in Cooperville since 1:00.

Where is it colder at 3:00, Jonestown or Cooperville?

Question

Tommy Larson

Mathematics

4 March, 02:16

The temperature in Jonestown and Cooperville was the same at 1:00. By 2:00, the temperature in Jonestown dropped 10 degrees, and the tempature in Cooperville dropped 6 degrees. By 3:00, the temperature in Jonestown dropped 8 more degrees, and the temperature in Cooperville dropped 2 more degrees.

Write and equation that models the change to the temperature in Jonestown since 1:00.

Write an equation that models the change to the temperature in Cooperville since 1:00.

Where is it colder at 3:00, Jonestown or Cooperville?

+1

Answers (1)

Know the Answer?

Cindy · Answer 1

At 1:00 Both Jonestown and coopervile have the same temperature

Let Jonestown = J and Cooperville = C

Let X = the temperature of both town

Jonestown

=> 1:00 = x

=> 2:00 = x - 10 degrees

=> 3:00 = x - 10 - 8

Cooperville

=> 1:00 = x

=> 2:00 = x - 6

=> 3:00 = x - 6 - 2

Now, which town is colder.

The answer is the Jonestown because the temperature dropped to total of 18 compare to Cooperville which is only 8.