12) Justin is creating a map using the scale is I centimeter \( =15 \) kilometers. What should the distance be on the map between two parks that are 13.5 kilometers apart?
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Mind Expander
To find the distance on the map, you simply need to use the scale provided. Since 1 centimeter represents 15 kilometers, you can divide the actual distance (13.5 kilometers) by the scale factor (15 kilometers/cm). Thus, the distance on the map will be \( \frac{13.5}{15} = 0.9 \) centimeters. So, Justin should mark a distance of 0.9 cm between the two parks on his map. Map-making can be a rewarding experience, especially when you see your work contribute to a better understanding of geography! In ancient times, maps were hand-drawn and often decorated with illustrations of the lands they depicted. Now, with digital tools, map-making is accessible and allows for creativity, so don’t hesitate to add artistic flair to Justin's map while keeping it informative!