One day the temperature in a city is 32° at 6 AM. It rises 13° by noon but falls 47 by midnight when a cold front moves in what is the final temperature?

To find the final temperature:

1. **Initial temperature at 6 AM**: \( 32^\circ \).
2. **Temperature rise by noon**: \( 32^\circ + 13^\circ = 45^\circ \).
3. **Temperature fall by midnight**: \( 45^\circ - 47^\circ = -2^\circ \).

So, the final temperature at midnight is **-2°**.

Would you like more details or have any questions?

Here are 5 related questions:
1. What would the temperature be if it had fallen only 30° by midnight?
2. How would a temperature change of 20° by noon affect the final temperature?
3. If the temperature at 6 AM had been 20°, what would the final temperature be?
4. How would the problem change if the temperature fell by 60° instead of 47°?
5. What is the difference in temperature between noon and midnight?

**Tip:** When dealing with temperature changes, think of it as simple addition or subtraction to the current temperature.

One day the temperature in a city is 32° at 6 AM. It rises 13° by noon but falls 47° by midnight when a cold front moves in. What is the final temperature?

Learn how to calculate the final temperature after a rise of 13° by noon and a fall of 47° by midnight from an initial temperature of 32°. This problem teaches key arithmetic concepts like addition and subtraction of temperatures, suitable for Grades 5-6.

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