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I will demonstrate graphically the steps needed to calculate the sides of a octagon using windows calculator with an example. It also demonstrates a practical use for Pythagorean Theorem. I decided to make this page because I was told that it's impossible to calculate the length of the sides of an octagon using only Pythagorean Theorem and simple math. Try it out. Step 1 The end goal is to find the length of each side of a 48 inch octagon. You can use whatever value you need for A and B. For a regular octagon A and B should be the same value.
First draw a square and divide it into two triangles. We need to find the length of the hypotenuse "C". a2 + b2 = c2
With Windows Calculator opened and in scientific mode type the following:
Step 2
Now we need to divide the hypotenuse "C" in
half giving us a radius.
67.8822509939085623424810587620655
Step 3
Now we subtract the radius
33.9411254969542811712405293810328 from the length of the square.
Step 4
Now we have another triangle where we want to find the hypotenuse "C" again. This answer will be the solution to the problem.
Read More about Pythagorean Theorem Octagon Layout Calculator For Large Framing Projects
© 2003 - 2004 Buster
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