https://file.aiquickdraw.com/mathbot/file/1728394284920wul9gc6i.jpg

Let's analyze the image with the table and the statements to verify which three are correct.

### Temperature Table:
| City               | Average Low | Average High |
|--------------------|-------------|--------------|
| Sacramento, CA      | 41°F        | 60°F         |
| Fairbanks, AK       | -14°F       | 7°F          |
| Miami, FL           | 60°F        | 76°F         |
| Mt. Washington, NH  | -3°F        | 13°F         |

### Statements:
1. **Miami's average high temperature is 79 degrees warmer than the average low in Mt. Washington.**
   - Miami's average high: 76°F
   - Mt. Washington's average low: -3°F
   - Difference: \( 76 - (-3) = 76 + 3 = 79^\circ \)
   - This statement is **True**.

2. **The difference between the average high temperature and the average low temperature in Fairbanks is 21 degrees.**
   - Fairbanks' average high: 7°F
   - Fairbanks' average low: -14°F
   - Difference: \( 7 - (-14) = 7 + 14 = 21^\circ \)
   - This statement is **True**.

3. **The difference between Sacramento's average low temperature and Mt. Washington's average low temperature is 38 degrees.**
   - Sacramento's average low: 41°F
   - Mt. Washington's average low: -3°F
   - Difference: \( 41 - (-3) = 41 + 3 = 44^\circ \)
   - This statement is **False** (the difference is 44, not 38).

4. **The average low in Fairbanks is 55 degrees colder than the average low in Sacramento.**
   - Fairbanks' average low: -14°F
   - Sacramento's average low: 41°F
   - Difference: \( 41 - (-14) = 41 + 14 = 55^\circ \)
   - This statement is **True**.

### Final Answer:
The three correct statements are:
- Miami's average high temperature is 79 degrees warmer than the average low in Mt. Washington.
- The difference between the average high temperature and the average low temperature in Fairbanks is 21 degrees.
- The average low in Fairbanks is 55 degrees colder than the average low in Sacramento.

Would you like any further details or explanations?

Here are 5 relative questions to expand on this:
1. How do you calculate temperature differences involving negative values?
2. What would the temperature difference be between Miami’s high and Sacramento’s low?
3. How do different cities' geographical locations affect these temperature variations?
4. Can temperature averages be misleading for predicting weather conditions?
5. How does the temperature range impact daily life in these cities?

**Tip:** When dealing with negative numbers in temperature comparisons, always remember to add the absolute value of the negative number.

Use this table of average temperature in February to determine which of the following statements is true. Select THREE that apply.

Solve temperature difference problems using February average temperatures for cities like Sacramento, Fairbanks, Miami, and Mt. Washington. This problem involves calculating differences between average highs and lows. Suitable for Grades 5-7.

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