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The problem asks for the afternoon temperature after a rise in temperature from the morning.

Given:
- Morning temperature = \(-10^\circ F\)
- Temperature rise = \(17^\circ F\)

The afternoon temperature can be calculated by adding the temperature rise to the morning temperature:

\[
\text{Afternoon Temperature} = -10^\circ F + 17^\circ F = 7^\circ F
\]

So, the afternoon temperature is \(7^\circ F\).

Would you like further details or have any questions?

Here are 5 related questions for practice:
1. If the temperature had risen by 25°F instead, what would the afternoon temperature be?
2. What would the afternoon temperature be if it dropped by 15°F instead of rising by 17°F?
3. If the temperature started at \(-12^\circ F\) and rose by \(20^\circ F\), what would the afternoon temperature be?
4. What is the change in temperature if the afternoon temperature is \(5^\circ F\) and the morning temperature was \(-8^\circ F\)?
5. If the temperature fluctuates throughout the day, rising and falling by various amounts, how would you calculate the final temperature?

**Tip:** When adding or subtracting integers with negative and positive signs, always carefully apply the operation according to the signs.

After a snowstorm in the town of Golden Glen, the morning temperature was -10°F. By the afternoon, the temperature had risen by 17°F. What was the afternoon temperature?

Learn how to calculate the afternoon temperature after a snowstorm in Golden Glen where the morning temperature was -10°F, and the temperature rose by 17°F. This problem helps students practice integer operations and temperature changes, suitable for Grades 5-7.

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