Multi-Step Problems on Scale Drawings Exercise

Multi-Step Problems on Scale Drawings

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Multi-Step Problems on Scale Drawings

Tackle multi-step word problems involving scale drawings, map conversions, and proportional reasoning. Combine multiple scaling steps to solve complex real-world scenarios.

Questions

  1. MultiChoice

    On Map A (1 cm = 5 km), two towns are 6 cm apart. How far apart are they on Map B (1 cm = 10 km)?

  2. MultiChoice

    A car is 15 ft long. Model 1 scale is 1 in = 3 ft. Model 2 scale is 1 in = 5 ft. What is the difference in length between models?

  3. MultiChoice

    City A to City B is 4 cm on Map 1 (scale 1 cm = 20 km). What is the actual distance between City A and City B?

  4. MultiChoice

    On a floor plan (1 cm = 2 m), a room is 4 cm by 5 cm. What is the actual area of the room?

  5. MultiChoice

    A tree is 24 ft tall. Model A scale is 1 in = 4 ft; Model B scale is 1 in = 6 ft. How much taller is Model A than Model B?

  6. MultiChoice

    Map scale is 1 cm = 12 km. Town X and Town Y are 5 cm apart on the map. At 60 km/h, how long will driving between them take?

  7. MultiChoice

    Blueprint scale is 1 in = 4 ft. A hallway is 3 in long and 0.5 in wide on blueprint. What is the actual area?

  8. MultiChoice

    Scale is 1 cm = 8 m. Fencing costs $10 per actual meter. On a drawing, fence length is 5 cm. What is total cost?

  9. MultiChoice

    On Map 1 (1 cm = 4 km), a route is 9 cm. On Map 2, the same route is 6 cm. What is Map 2's scale?

  10. MultiChoice

    Scale is 1 in = 50 mi. A trip is 4 inches on the map. At 50 miles per hour, how long will the trip take?

  11. MultiChoice

    Model scale is 1 cm = 3 m. Model base is a square with side 5 cm. What is the actual perimeter of the base?

  12. MultiChoice

    Blueprint scale is 1 in = 4 ft. A wall is 4.5 in long on blueprint. How many 3-foot wall panels are needed?