E is derived from what?!?
(1+1/n)^n
>>17025134Funny enough, the natural log came first as a functio for determining the area of a hyperbolic sector. The number e was later discovered as the base of that particular logarithm.
From D.
>>17025134E is derived from Ex
>>17025134brominating safrole
>>17025134watch thishttps://www.youtube.com/watch?v=ZxYOEwM6Wbk
>>17025263more from eulers approximation for y'=y, with y at 0 equals 1, but yeah.>>17025278can you explain the steps of that derivation?hyperbolic is from the unit hyperbola: y^2 - x^2 =1interestingly we do have that integration was found before derivativeswe also have hyperbolas from:t in R for [cosh(t),sinh(t)]idk what a sector is referring to, enlighten me plzzz
>>17025437we also have $$e=\sigma_{n=0}^{N}[\dfrac{x^{n}}/{n!}], at x=1, we get e=1+1/2+1/6+1/24+...; also N is really massive, like infinity
>>17025437https://en.wikipedia.org/wiki/History_of_logarithmsJump to the "natural logarithm" section.
How would Eulers number and Pi be compared as a ratio?Euler's is what percentage of Pi? 70%? 69%6/7ths?
>>17025134Exponentiation existed before messurment thereof.https://youtu.be/EIVb_VPlOxc
>>17025263>playing the lottery a ticket-number of times only gives you a 36% chance of winning.
>>17025134From math
>>17025437biggest retard award goes to this tranny.dumbass tranny can't even do a derivative of a polynomial.
The smallest possible value of f(x) = x^x being (1/e)^(1/e). Solve for e and you get Euler's number.
>>17025134that growth spurt you didn't go though, you absolute dwarflet of a man
>>17025490Basically e/pi times 100. Or, 86.53%
>>17025492you're getting close, op
>>17025134Its just a useful shorthand for a common constant.
>>17025134from base 10
>>17025344kek
>>17025592>nobody:>poltard: TRANNIES
>>17025134>E is derived from what?!?
>>17029609this
