Ficheru:ExpIPi.gif
ExpIPi.gif (360 × 323 píxels, tamañu de ficheru: 11 kB, triba MIME: image/gif, animáu, 9 cuadros, 4,5s)
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Data/Hora | Miniatura | Dimensiones | Usuariu | Comentariu | |
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actual | 19:46 25 mar 2010 | 360 × 323 (11 kB) | Aiyizo | optimized animation, converted to 16 color mode | |
17:19 5 may 2008 | 360 × 323 (20 kB) | Sbyrnes321 | {{Information |Description=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 | ||
16:58 5 may 2008 | 360 × 308 (18 kB) | Sbyrnes321 | {{Information |Description=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 |
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