ExpIPi

Autor:

Sbyrnes321

Credit:

Praca własna  Ten diagram został stworzony za pomocą Mathematica

Krótki link:

https://plwiki.pl/b/8d9d7

źródło:

Wikimedia Commons

Wymiary:

360 x 323 Pixel (11049 Bytes)

Opis:

This is a demonstration that Exp(i*Pi)=-1 (called Euler's formula, or Euler's identity). It uses the formula (1+z/N)^N --> Exp(z) (as N increases). The Nth power is displayed as a repeated multiplication in the complex plane. As N increases, you can see that the final result (the last point) approaches -1, the actual value of Exp(i*pi).

Licencja:

Public domain