Sierpinski Tetrahedron

Sierpinski Tetrahedron
Posted on 03/12/2019

Sierpinski Tetrahedron

A Sierpinski Tetrahedron is a three-dimensional fractal that is based on the Sierpinski Triangle. The Sierpinski Triangle is constructed by dividing an equilateral triangle into four smaller equilateral triangles and removing the center triangle and then repeating for each of the three remaining triangles. This process continues indefinitely, creating a fractal. The result in an object which has zero volume but infinite surface area!

Mr. Brames Quantitative Reasoning Class along with many other individuals, built 1024 tetrahedrons that were assembled to create the final project.

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