The equation that models the change to the temepature in Jonestown will be x – 10 – 8.
It should be noted that at 1:00, both Jonestown and Cooperville have the same temperature.
Let Jonestown = J
Let Cooperville = C
Let X = temperature of both town
Therefore, the equation that models the change to the temepature in Jonestown will be:
1:00 = x
2:00 = x – 10 degrees
3:00 = x – 10 – 8
Therefore, the equation that models the change to the temepature in Jonestown will be x – 10 – 8.
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The temperature in Jonestown and Cooperville was the same at 1:00. By 2:00, the temperature in Jonestown dropped 10 degrees, and the temperature 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 an equation that models the change in the temperature in Jonestown since 1:00.
