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Geometry |
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Authors: Janko Kokosar
In the article, I show a visual representation of the formula $pi^3=31.00627..$, respectively, visualization how $pi^3$ is close to 31. I show this using the area of a circle with radius $pi$ that is compared with the area that is quite simply composed of squares and triangles. In the same way, the Ramanujan formula $pi^4=97.5-1/11+1.2491..x10^{-7}$ is visualized. At the end, I mention once again the challenge to explain the Ramanujan formula for $pi^4$.
Comments: 9 Pages.
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[v1] 2022-12-03 01:41:30
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