The Math Flow

The Dragon Curve.

Quadratic Multiplication with Area Models.

1/4 + 1/16 + 1/64 + 1/256 + . . . = 1/3

There are only five Platonic solids in Euclidean geometry Tetrahedron, Cube, Octahedron, Dodecahedron, and Icosahedron.

@neiltyson @nyknicks Haha.. Great sense of humour. :)

Not that anybody asked, but the last time the @NYKnicks won a championship, the Periodic Table had 11-percent fewer Elements.

Viviani’s Theorem, named after the Italian mathematician Vincenzo Viviani, states that for any point inside an equilateral triangle, the sum of the perpendicular distances from the point to the three sides is always equal to the altitude (height) of the triangle.

Geometry of the Sum of Squares.

The property that makes the π rule the whole of mathematics.

@SitamarhiJila Would love to learn from him. :)

सुपर 30 के जनक आनंद कुमार जल्द ही ऑनलाइन गणित की पढ़ाई शुरू करने वाले हैं।♥️ शुरुआत बेसिक मैथ्स से होगी, ताकि हर छात्र अपनी नींव मजबूत कर सके। ♾️ Mathematics

@pfitzart Exactly, that's how it works. :)

@TheMathFlow 1 (a+b)^1 1 2 1 (a+b)^2 1 3 3 1 (a+b)^3 1 4 6 4 1 (a+b)^4 1 5 10 10 5 1... (a+b)^5

(a+b)³ = a³ + b³ + 3a²b + 3ab²

@pfitzart Yes, great use case for the coefficients of such identities.

@TheMathFlow Use Pascal's triangle for binomials.

Seventeen Equations that changed the world.🌐

This mind-bending animation is based on the Haberdasher’s Puzzle, discovered in 1902 by Ernest Henry Dudeney, one of Britain’s greatest recreational mathematicians. He first published it in the Daily Mail, framing it as a whimsical story: a haberdasher (a dealer in sewing goods) is given a piece of valuable cloth shaped like an equilateral triangle. He needs to cut it into a perfect square for a customer using the fewest cuts possible and without wasting a single thread. Dudeney shocked the mathematical world by proving it could be done in just four pieces. Even more amazingly, he proved the pieces could be hinged together at their corners, forming a continuous chain that opens as a triangle and closes into a square.

Constructing a perpendicular to a line through a point.

Geometric Series Proof via Concentric Pentagon Dissection.

The Fibonacci's Elephant.

@signulll Just go through my profile, it speaks for itself. :)

if i don’t follow you, reply to this thread on why you should be followed by me or anyone else reading this in 10 words or less. i’ll follow everyone creative back.

Ever wondered how 3D objects spin smoothly in games, animations, or even real-world robotics? This is the magic behind it! Meet the rotation matrices that control how things twist around the X, Y, and Z axes. From video games to spacecraft navigation, these rotations power the invisible math that makes our digital world feel real.