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The problem asks for the temperature change from day to night, where the temperature is 36.6°F during the day and -12.6°F at night.

To find the temperature change, subtract the night temperature from the day temperature:

\[
\text{Temperature Change} = 36.6°F - (-12.6°F)
\]

When subtracting a negative, it becomes an addition:

\[
\text{Temperature Change} = 36.6°F + 12.6°F = 49.2°F
\]

Thus, the temperature change from day to night is **49.2°F**.

Would you like more details on how this is calculated? Here are some related questions you might consider:

1. How do you calculate the absolute change between two temperatures?
2. What happens when you subtract a negative number in general math?
3. How would this problem change if the temperatures were in Celsius instead of Fahrenheit?
4. Can you describe how to interpret positive and negative temperature changes?
5. What is the relationship between Fahrenheit and Celsius in temperature conversions?

**Tip:** Always remember that subtracting a negative value is equivalent to adding its absolute value!

The temperature in a town is 36.6°F during the day and -12.6°F at night. What is the temperature change from day to night?

Learn how to calculate the temperature change between day and night when the temperature is 36.6°F during the day and -12.6°F at night. A simple subtraction problem suitable for Grades 5-7.

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