https://file.aiquickdraw.com/mathbot/file/17370810227965g4rgzmi.jpg

From the image, the scale provided states: **1 inch = 10 yards**.

The task is to determine the **scale factor** from the map to the actual school. Since 1 inch on the map represents 10 yards in reality, the scale factor is simply the **real-life distance per map unit**. Thus:

\[
\text{Scale factor} = 10 \text{ yards per inch}.
\]

If you'd like me to go into more detail about this, let me know! Here are 5 related questions to consider:

1. How do you convert between different units like yards to feet in scale problems?
2. How can you calculate the actual distance between two points if given more measurements on this map?
3. What is the importance of a scale factor in real-world applications like architecture or city planning?
4. How would the scale factor change if the map used "1 inch = 5 yards" instead?
5. Can the scale factor be expressed in units other than yards per inch?

**Tip:** Always ensure your units match when solving scale problems to avoid errors!

What is the scale factor from the map to the actual school?

Learn how to calculate the scale factor from a map of Central Middle School to the actual campus using the proportion 1 inch = 10 yards. Understand the importance of scale factors in real-world applications and explore related concepts like proportions and unit conversions. Suitable for Grades 6-8.

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