The solution to the problem 5(t−2)=−10 is t = 0.
In the context of the problem, this means that the current temperature is 0°F. This is because the equation states that five times the temperature at midnight, decreased by two, equals -10°F.
So, if we substitute t = 0 into the equation, we get 5(0−2) =−10, which simplifies to -10 = -10. This verifies that the solution t = 0 is correct. Therefore, the current temperature is 0°F.
Interpret the meaning of the solution of the problem 5(t−2)=−10 in the context of the problem. Five, times the temperature at midnight decreased by two, is the current temperature of −10°F
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