e (Euler's Number) is seriously everywhere | The strange times it shows up and why it's so important

e = 1꞉[α^(π/5)·(2⁴+5⁴)^(φ/5)] φ = 1,6180339887... golden ratio, e = 2,7182818284... (Napier's constant, Euler's number), α = 0,0072973525677... (fine-structure constant)

Combining the most important mathematical constants with the most important physical constant. Isn't it a coincidence??

(1000000/999999)^999999=0
(2.718281838459^3.1415926535898)*(I)
+1=isn't equal 0🌺👍

This video is amazing ❤,love it !

no entendí nada pero q copadoo

anyone knows what happens to the old courses of brilliant that have been taken down?

Nic2.718281828 vid2.718281828o!

I purchased new sails for my boat and used 2718 as the sail number.

5:15 am a bit confused. 10/x times x should be 10. Why is there a curve? It should be power i think.

this autoplayed after a skit and it took me a solid 2 minutes to figure out it was an actual math video

ماشاءالله

Oiler's number 💀

Gamma function

So is there a function of a graph that cover the entire graph? Like completely black?

Your videos are excellent.

Im reporting this for terrorism

I am currently in a Schrödinger's state, where I am both totally understand and having no idea what you talking about at the same time.

You just contradicted yourself. e is not (1+1/n)^n. That would mean e is undefined and equal to 2 at the same time. E is the limit, as you said after. 😂😂😂😂 Classic engineer 😂😂😂😂😂😂😂😂😂😂

dude this channel is awesome. thanks for the videos

Doyle's constant for the potential energy of a Big Bounce event: 21.892876
Also known as e to the (e + 1/e) power.
At the eth root of e, spaghettification of particles smaller than the black holes. Other than the relatively small amount of kinetic energy of black holes being flattened into dark matter, the only energy is potential energy, then: 1 (squared)/(e to the e power), dark matter singularities have formed and thus create "bubbles", leading to the Big Bang part of the Big Bounce event.
My constant is the chronological ratio of these events.

Dude, I am stealing some mathematics about Big Bounce events from this. You deserve some of the credit for producing this video. Excellent video.

E pretty large just like exponential graph possibility , probably due to the graph behavior, than value i.e that is an exponential equation.

Euler's formula is really interesting

I've been pronouncing "euler" wrong this whole time

e is the best proof for god.

“Then you’re not gonna like this next one” lmfao

Well, euler number is indeed everywhere around us but that's not happening with the e^iπ=-1. Also, that equation is derived from Taylor series by setting ix. But Taylor series are use for x>0. So, how can you set ix there when you say it's a signless imaginary quantity?
Also, how do you know that imaginary axis is vertical to the real axis? Another assumption, right?

i use it daily

e stands for easter egg, its something the devs wrote in as a joke for us to find and get confused by.

You don't know why eulers number exists yet do you? You don't understand at the quantum base level why it's everywhere, what it's purpose is...?

People always assume compound interest was random and simply matches eulers number, but in reality it was designed to follow eulers number, NOT the other way around, which gives you an idea of how intelligent its inventors were and what level of math they were working with all the way back that far in history.
Hint, the great pyramid builders used eulers number...and they are older than you're told

The ate 3 tacos form taco Bell and did E tons of poop

if you want to have an expression of e^x, just build a polynomial starting with x^0 (or 1) and keep adding terms to it (x, 1/2x^2, 1/6*x^3,...) so its derivative equals to itself (the pattern is 1/n!*x^n - taylor theorem).

There'll come a day when i'll be able to fully understand these types of videos

This is amazing!

E

Who’s here after the animation vs math video to understand that silly e?

short answer: It´s because differential equations don ´t work without e and almost all of high level physics contains some differential equation

e

It even shows up in Stick Man videos! 😁

For the interview scenario, if u only have an 1/e chance of picking the right candidates after interviewing the total number of interviewees/e, then isn't it normal? Nothing special about that formula?

How do we fix quantum mechanics?
Ask Euler.

"That's what he learned in rich high school at a minimum."

I just wanna know what bank gives 100% annual interest

It shows a lot because that of a combination of Euler number is the solution of linear differential equations.

It makes you wonder about all of the things that have yet to be discovered to have math tied to e.

Without e math would be very painful, and perhaps there might be another constant that makes math even more intuitive.... and we just have to find what that is....

I guess I'm always among the 100/e people interviewing then. People only interview me to gather data.

My first touch with e was that e^x has itself as the derivative.