Measuring distance on scaled drawings

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SUMMARY

The discussion centers on measuring distances on scaled drawings, specifically a 1:500 scale drawing using a device calibrated for 1:100 measurements. The correct approach to convert the measurement from the device involves multiplying the obtained distance by 5 to achieve the actual distance. This method ensures accurate distance representation when transitioning between different scales.

PREREQUISITES
  • Understanding of scale ratios in drawings
  • Familiarity with measurement devices
  • Basic arithmetic operations
  • Knowledge of conversion techniques between different scales
NEXT STEPS
  • Research scale conversion techniques in technical drawing
  • Learn about different measurement devices and their calibration
  • Explore practical applications of scaled drawings in architecture
  • Study the impact of scale on distance accuracy in engineering
USEFUL FOR

Students in engineering or architecture, professionals working with scaled drawings, and anyone involved in technical measurements and conversions.

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Homework Statement



If I measure distance on a 1:500 drawing with a device that measures distance at 1:100, what distance will I get?

The Attempt at a Solution



I'm thinking that if I multiply my answer by 5 I'll get the actual distance. Correct?
 
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Yes, that is correct.
 

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