Lol, this topic has gone off on a tangent, but I don't blame you guys, this run's taking longer than Duke Nukem Forever.:P Or whatever the hell its called now.
Lol, this topic has gone off on a tangent, but I don't blame you guys, this run's taking longer than Duke Nukem Forever.:P Or whatever the hell its called now.
Now i'm waiting for an edit that goes: Finally...scenes from Half-Life in Half an Hour! No way, they've actually been working on it??
Sorry but you are wrong, the answer is 0 because e^x is not a function of y, thus it's derivative in relation to y (sorry if I am using the wrong words, don't know the correct terms in English) is 0.
Sorry but you are wrong, the answer is 0 because e^x is not a function of y, thus it's derivative in relation to y (sorry if I am using the wrong words, don't know the correct terms in English) is 0.
-C2
Bah, I'm an idiot... I mean... that's a really poor joke!!
yeaaah, there is a demonstration which prove that, it was funny because it seemed to be impossible^^ but there is a little mistake in this demonstration, which create this error
You're just cancelling out the infintesimally bit. I see nothing wrong with it myself, infinity is too big to think about rationally so whether it's '1' or 'as close as possible to 1' is a matter of opinion.
You're just cancelling out the infintesimally bit. I see nothing wrong with it myself, infinity is too big to think about rationally so whether it's '1' or 'as close as possible to 1' is a matter of opinion.
anyway, 0,999999...=1 is basically wrong^^, because it is a limit, not a bascial equal.
0.999... (also denoted 0.bar{9} or 0.dot{9}) is a recurring decimal which is exactly equal to 1. In other words, the symbols 0.999… and 1 represent the same real number.
Lol, i wanted to do every proof i know over here (digit proof with 0.33333.... *3 = 1/3 * 3, algebraic) in high detail, but you basically answered the whole question :]