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How to Measure Distance Using Right Triangles Lab
Equipment ,[object Object],[object Object],[object Object],[object Object],[object Object],[object Object]
1. Begin this experiment on a large table. Place an object (block) who’s distance you want to measure at one corner.  At the opposite corner place a sighting device and protractor.
2. Measure the base “b” of the triangle that is created and record its length in table #1. 3. Measure the angle “ θ ” made between the base and the hypotenuse and record the angle in table #1.  θ b
4. Draw the base and the angle on a piece of graph paper using a 10:1 reduction in scale (1 decimeter will be reduced to 1 centimeter.  Do not reduce the angle). θ
5. Extend side “h” until it intersects with side “d”. d θ h
6. Scale up the measurement by multiplying the length “ d ” by 10. d  x 10= calculated  distance Record this calculation under “calculated” in table #1.
7. Check to see if your calculation is correct by measuring the actual distance (d) between the base and the object.  Record this measurement as “actual” in table #1. d θ d θ
Repeat this procedure for a total of 3 different block positions.  Be sure to maintain one right angle between the base and the object being observed.  The other angle will vary and must be determined by using a protractor. Direct any questions to my email.
Trial 1 actual scaled b θ d Calculated   _____ Actual  _____
Trial 2 actual scaled b θ d Calculated   _____ Actual  _____
Trial 3 actual scaled b θ d Calculated   _____ Actual  _____
END ,[object Object]

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Measure Distance Using Right Triangles Lab

  • 1. How to Measure Distance Using Right Triangles Lab
  • 2.
  • 3. 1. Begin this experiment on a large table. Place an object (block) who’s distance you want to measure at one corner. At the opposite corner place a sighting device and protractor.
  • 4. 2. Measure the base “b” of the triangle that is created and record its length in table #1. 3. Measure the angle “ θ ” made between the base and the hypotenuse and record the angle in table #1. θ b
  • 5. 4. Draw the base and the angle on a piece of graph paper using a 10:1 reduction in scale (1 decimeter will be reduced to 1 centimeter. Do not reduce the angle). θ
  • 6. 5. Extend side “h” until it intersects with side “d”. d θ h
  • 7. 6. Scale up the measurement by multiplying the length “ d ” by 10. d x 10= calculated distance Record this calculation under “calculated” in table #1.
  • 8. 7. Check to see if your calculation is correct by measuring the actual distance (d) between the base and the object. Record this measurement as “actual” in table #1. d θ d θ
  • 9. Repeat this procedure for a total of 3 different block positions. Be sure to maintain one right angle between the base and the object being observed. The other angle will vary and must be determined by using a protractor. Direct any questions to my email.
  • 10. Trial 1 actual scaled b θ d Calculated _____ Actual _____
  • 11. Trial 2 actual scaled b θ d Calculated _____ Actual _____
  • 12. Trial 3 actual scaled b θ d Calculated _____ Actual _____
  • 13.