Sierpiński Triangle Formula

Sierpinski Triangle | Definition, Pattern & Formula

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Here is how the Sierpinski triangle and tetrahedron are formed🤯 | Scaff…

2.1M viewsNov 24, 2024

FacebookScaffolded Math and Science

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Sierpiński Triangle Area

47.9K views3 weeks ago

YouTubeMathematical Visual Proofs

$Andrzej Kukla • Math Enthusiast on Instagram: "Fractals have weird dimensions 🤔 And I really mean it, these numbers are not integers, sometimes not even rational! Who would’ve thought, right? But… why do we need it? The purpose of such characteristic is to describe the complexity of detail in pattern of such fractal. There are many different definitions of a fractal dimension, but for a self-similar fractals (like the Sierpiński triangle) we can use a simple formula described in the reel itself$

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Andrzej Kukla • Math Enthusiast on Instagram: "Fractals have weird di…

6.4K views1 week ago

Instagrammathinity

$Spacewonders.tv on Instagram: "The Sierpiński triangle, also known as the Sierpiński gasket or Sierpiński sieve, is a fascinating and fundamental example of a fractal structure. It's a self-similar shape, meaning that the smaller parts are exact, or at least statistically similar, copies of the whole. It is named after the Polish mathematician Wacław Sierpiński, who first formally described its mathematical properties in 1915, although similar patterns appeared in art and mosaics much earlier.$

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Spacewonders.tv on Instagram: "The Sierpiński triangle, also kno…

25.3K views2 months ago

Instagramspacewonders.tv

$Physic Hub on Instagram: "The Sierpiński triangle is a classic fractal created by repeatedly removing the central triangle from a larger one. It starts with a single equilateral triangle; then the triangle is divided into four smaller equal triangles, and the middle one is taken out. This process is repeated over and over on each remaining triangle, producing a pattern with infinitely many holes. The shape is self-similar, meaning any small section looks like a scaled-down version of the whole.$