Koch Snowflake Explained! ❄️ Animated Math & Fractal Geometry
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Koch Snowflake Explained! ❄️ Animated Math & Fractal Geometry
4.3K views2 weeks ago
YouTubeQuickDigitLab
Fractal Tree Ornament: four iterations of the famous Koch Snowflake fractal are ingeniously combined as the four symmetry planes of a cuboctahedron. A very seasonal mathematical object to hang on the tree! Designed and 3D printed by artist and maker George Bell. ➡️ Follow the link in my profile for info on where to buy this snowflake ornament and many other amazing items featured here on @physicsfun. #physics #math #physicstoy #mathtoy #mathstoy #mathsculpture #fractal #fractalsculpture #kochsno
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Fractal Tree Ornament: four iterations of the famous Koch Snowflake fractal are ingeniously combined as the four symmetry planes of a cuboctahedron. A very seasonal mathematical object to hang on the tree! Designed and 3D printed by artist and maker George Bell. ➡️ Follow the link in my profile for info on where to buy this snowflake ornament and many other amazing items featured here on @physicsfun. #physics #math #physicstoy #mathtoy #mathstoy #mathsculpture #fractal #fractalsculpture #kochsno
3.4K viewsDec 22, 2024
FacebookPhysicsfun
Mathematisa | Math Animations on Instagram: "The Koch Snowflake is one of the earliest and most beautiful examples of a fractal — a shape built by repeating a simple geometric rule again and again. We start with an equilateral triangle. Each side is divided into three equal parts, the middle segment is replaced by two segments forming a smaller equilateral “bump,” and the process is repeated forever. This is called an iterative construction in Mathematics. What makes the Koch Snowflake fascinati
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Mathematisa | Math Animations on Instagram: "The Koch Snowflake is one of the earliest and most beautiful examples of a fractal — a shape built by repeating a simple geometric rule again and again. We start with an equilateral triangle. Each side is divided into three equal parts, the middle segment is replaced by two segments forming a smaller equilateral “bump,” and the process is repeated forever. This is called an iterative construction in Mathematics. What makes the Koch Snowflake fascinati
351.1K views4 months ago
Instagrammathematisa
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