The hyperbolic Euler's identity actually trivially follows from the fact that any function can be split into: (1) An even part: [f(x) + f(-x)]/2 (2) And an odd part: [f(x) - f(-x)]/2pic.twitter.com/UTwLJQKpVG
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The hyperbolic Euler's identity actually trivially follows from the fact that any function can be split into: (1) An even part: [f(x) + f(-x)]/2 (2) And an odd part: [f(x) - f(-x)]/2pic.twitter.com/UTwLJQKpVG
Amazing! It should be amazing to see in the same picture all the different ways to define e... Do somebody know if that's been created?
what are you asking about? i'm going to show the proof in a bit
Okay...legitimate question that's been nagging me for ages. How do you actually pronounce "sinh" when using the abbreviated form? I've heard "cinch" and "shine."
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