@SCHS_Architecture

The unbelievable geometry of a puffer fish skeleton. This structure allows them to gain water inside themselves in a moment of danger and inflate. At the same time, the spikes rise and the fish becomes thorny.

This animation shows the irrationality of pi through the rotation of two rods, each with a constant but different speed. Despite the intricate patterns they create, the rotations never perfectly align, highlighting pi's infinite, non-repeating decimal nature. This emphasizes the impossibility of expressing pi as a ratio of two integers, a key characteristic of irrational numbers. The perpetual near-miss between the rotations of the inner and outer rods, evident at moments like 22/7 and 355/113, well-known approximations of pi, further emphasizes the fascinating and unattainable nature of expressing pi as a simple fraction. This visual representation contributes to the richness of mathematical exploration, showcasing the captivating complexity of pi's irrationality.

“We do not grow into creativity, we grow out of it, or rather, we get educated out of it.”

one word vs one word. most liked one gets a free shirt or hat.