Triangulation Report: History, Math & Real World Apps

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SUMMARY

The discussion focuses on the topic of triangulation, specifically its history, mathematical foundations, and real-world applications. Key historical figures mentioned include Willebrord Snell and Carl Friedrich Gauss, who contributed significantly to the field. The mathematical aspect involves understanding the use of common points within circles and trigonometric methods for triangulation. The user seeks advice on how to effectively present these topics in a research paper for a Trigonometry class.

PREREQUISITES
  • Understanding of basic trigonometric concepts
  • Familiarity with historical mathematicians and their contributions
  • Knowledge of geometric principles related to circles
  • Ability to analyze real-world applications of mathematical theories
NEXT STEPS
  • Research the contributions of mathematicians like Hipparchus and Ptolemy to triangulation
  • Explore the mathematical derivations of triangulation methods using trigonometry
  • Investigate modern applications of triangulation in fields such as surveying and GPS technology
  • Study the historical evolution of triangulation techniques from ancient to modern times
USEFUL FOR

Students studying trigonometry, educators seeking to enhance their curriculum, and anyone interested in the historical and practical applications of triangulation in mathematics.

boone292929
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Hello,

I am doing a research paper for my Trigonometry class on the topic of Triangulation.

I am not asking for papers or anything, but I need some advice, rather more background on the topic. (I didn't think that this would be appropriate for the HW forum).

I have to do two pages on each of the following topics: History, Mathematics, Real World Applications. The last one, I already know of what to write. However, I was wondering if you guys had a better suggestion as to what angle or way to write of the Math and its history.

For the history part, I have read of Willebrord Snell, however can not find much on the advancements of other mathematicians.
As for the math, I understand using the common point within circles, however am not sure as to how to describe the process or trigonometric way of accomplishing it.

Thanks!
 
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Gauß has worked as land surveyor, which I think fits in perfectly here.
 

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