Similar to Fourier series, Taylor series is an expansion of an infinitely differentiable function about a point. A variation of Taylor series, called as Maclaurin Series taken about the point

The smooth motion of rotating circles can be used to build up any repeating curve even one as angular as a digital square wave. Each circle spins at a multiple of a fundamental frequency, and a method called Fourier analysis shows how to pick the.

Hypotrochoid a:b:c = a:b:c = a:b:c = a:b:c = (Gif: Hypotrochoid by Tokioka) And I illustrated some pictures to explain for the equation above (The equation of.

Since I'm not that good at (as I like to call it) 'die-hard-mathematics', I've always liked concepts like the golden ratio or the dragon curve, which are easy to understand and explain, but are

Have you ever wondered what the tangent function actually has to do with the tangent of a circle? I’ve seen this gif floating around the web a couple of times, but I’ve never actually understood it until today.

mathematica: “samirdaniels: “ The Unit Tangent Vector T(t) (maroon), principle normal N(t) and binomal B(t) of the vector function r(t) = (t, source: (x) ” The Frenet-Serret moving frame of.