K. I was gonna write it out, but my mom just told me my grandma made some good ass food, so Im gonna munch the fuck out. And sorry, my laptop's charger got fucked up, that's why I havent been coming here as much as I used to, I got no computer Just read through these wikipedia links, as much as you can. First read this one on Taylor Expansions of functions. functions like sin(x) or x/(1-x)^2 can be 'expanded' using Taylor series as an infinite sum. for example, e raised to the x power, or e^x, can be expanded like this: So read through the wiki page for Taylor series, and then Euler's formula which is proved using Taylor Expansions, and looks like this: and Euler's Identity is my sig, when you plug in pi for x in Euler's formula, you get e^(ipi) = cos(pi) + isin(pi). and cos(pi) = -1 and sin(pi) = 0, so rge formula above will look like: e^(ipi) = -1 Just add 1 to both sides and you get the formula in my sig.
Thanks Kil0! ..I read all the Wikis.. And this is me right now... -=-> But I get it a little bit I think lol!