Plotting graphs in three dimension

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SUMMARY

The discussion focuses on plotting three-dimensional graphs using parametric equations defined by the functions x = n(cos((π/2) - 2π/n)) and y = n(sin((π/2) - 2π/n)). The user aims to visualize these equations on a TI-84 graphing calculator or computer software. It is suggested that polar coordinates, with r = n and θ = π/2 - 2π/n, may simplify the plotting process. Additionally, using Excel to create a scatter plot of x and y values against n is recommended for effective visualization.

PREREQUISITES
  • Understanding of parametric equations
  • Familiarity with polar coordinates
  • Basic knowledge of using a TI-84 graphing calculator
  • Experience with Excel for data visualization
NEXT STEPS
  • Learn how to plot parametric equations on a TI-84 calculator
  • Explore the use of polar coordinates in graphing
  • Investigate advanced graphing techniques in Excel
  • Study three-dimensional graphing concepts and tools
USEFUL FOR

Students, educators, and professionals in mathematics, engineering, or data analysis who are interested in visualizing complex functions and enhancing their graphing skills.

24forChromium
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I have function1: x = n(cos((pi/2)-2pi/n))
and function2: y = n(sin((pi/2)-2pi/n))

my goal is to plot a graph where for the same value of n, the x and y are respectively the horizontal and vertical component of the point, this graph should preferably possible to create on a computer or a graphing calculator like ti-84. Someone told me that this thing can be benefited from thinking in three dimensions, not sure what that means.
 
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I think those are parametric equations. I'm not sure how it works on ti-84, but if you search on YouTube how to plot parametric equations on ti-84, I'm more than certain you'll find something.
 
It might be easier to plot the curve in polar coordinates, which are:
r=n
theta=Pi/2 - 2Pi/n
 
upload_2015-12-7_7-9-46.png
 
24forChromium said:
Thanks a lot, how and where did you do this?
Excel. Tabulate x and y against n and ask for a "scatter plot".
 

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