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Math Grade 6-8

Scale Drawings and Map Distance

Use scales to find real distances and drawing lengths

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Practice using scale factors, map scales, and proportions to find distances on drawings and maps.

Read each problem carefully. Set up a proportion or use the scale factor when helpful. Show your work in the space provided.

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Use scales to find real distances and drawing lengths

Math - Grade 6-8

Instructions: Read each problem carefully. Set up a proportion or use the scale factor when helpful. Show your work in the space provided.
  1. 1
    A map with two towns connected by a route and an unlabeled scale bar.

    A map uses the scale 1 inch = 20 miles. The distance between two towns on the map is 3 inches. What is the actual distance between the towns?

  2. 2
    A rectangular garden diagram with length and width arrows.

    A scale drawing of a rectangular garden uses the scale 1 centimeter = 4 meters. The drawing is 6 centimeters long and 3 centimeters wide. What are the actual length and width of the garden?

  3. 3
    A city map showing a highlighted road and an unlabeled scale bar.

    On a city map, 2 centimeters represents 5 kilometers. A road is 8 centimeters long on the map. How long is the road in real life?

  4. 4
    A blueprint-style floor plan with a highlighted hallway.

    A blueprint has a scale of 1 inch = 6 feet. A hallway is 4.5 inches long on the blueprint. What is the actual length of the hallway?

  5. 5
    A model car compared with a larger real car.

    A model car is made using a scale of 1:24. If the model car is 7 inches long, what is the length of the real car in inches?

  6. 6
    A map showing two cities separated by a route and an unlabeled scale bar.

    A map scale says 1 centimeter = 15 miles. The actual distance between two cities is 90 miles. How far apart should the cities be on the map?

  7. 7
    A classroom floor plan with one desk width highlighted.

    The scale drawing of a classroom uses 1 centimeter = 2 feet. A desk is 3 feet wide in real life. How wide should the desk be in the drawing?

  8. 8
    A trail map with a highlighted hiking path and an unlabeled scale bar.

    A trail map shows a hiking path that is 12 centimeters long. The map scale is 3 centimeters = 2 kilometers. What is the actual length of the hiking path?

  9. 9
    A rectangular room floor plan with length and width arrows.

    A scale drawing of a room has dimensions 8 inches by 5 inches. The scale is 1 inch = 3 feet. What is the actual area of the room in square feet?

  10. 10
    A map showing two towns connected by a measured line.

    Two towns are 42 miles apart in real life. On a map, they are 7 inches apart. What is the map scale in miles per inch?

  11. 11
    A floor plan with one wall segment highlighted.

    A floor plan uses the scale 1/4 inch = 1 foot. A wall is 3 inches long on the plan. What is the actual length of the wall?

  12. 12
    A park map with a pond width indicated and an unlabeled scale bar.

    A park map has a scale bar showing that 5 centimeters represents 200 meters. A pond measures 3 centimeters across on the map. How wide is the pond in real life?

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