Animation vs. Math Nerd
ฝัง
- เผยแพร่เมื่อ 28 ส.ค. 2024
- I attempt to analyse the math in this awesome math animation by @alanbecker . Mostly math from complex analysis.
Original source: • Animation vs. Math
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I guess the reason why e^iπ was pissed off by Orange, is because he was hanging out with other mathematical creatures, and he just got "accidentally" teleported to Orange
you have a point there...
The technology behind the tangent machine gun lies here: 8:45 .
Essentially it creates f(x) = 9tan(πx), which when hitting the e^(iπ) makes it f(e^iπ) = 9tan(π×e^iπ) = 0.
Deadly tech.
I have no idea wtf you just said but imma take your word for it
tan(-pi) = tan(pi) = 0
@@BuzzyBee13 wouldnt it be added to each other? not equaled? cause tan(-pi) does not equal tan(pi) but adding them together would theoretically still make 0
@@EchostyleStudios they are equal bro
12:40 The first time I watched I thought he did some math equation or something smart to explain to him that he wanted to teleport, but then I realized he just wrote the word "exit" lol.
yo; that slipped me until u mentioned it!
@@kindiakmathsame!! I thought he was referring to I x e^iπ but wrote it as e x I π
@@__Poli_ he covered half of the "π" to make it like "t" lol
In AlanBecker's other Animations The Orange stick figure has he's Friends! & So I guese he wanted to get back to them!!!!! & The StickIFiugre's name is: "The Second Coming"
@@hayden0211true
this is the kind of mathmatician reaction i was looking for. most other channels are doing in depth breakdowns, which is cool, but i like seeing live reactions and see if anyone gets taken by surprise from the depth this animation goes into lol
Holy same
my pleasure!
I dunno if someone already mentioned this, but when TSC (The Second Coming, that orange stickman) is making his tangent machine gun, he has the equation sin(pi)/cos(pi) which is tan(pi) which in turn is zero. Anything times zero is zero. That's why anything that the machine gun hits obliterates to 0.
So when he hits it with the isin and cos waves tgat just obliterates everything the waves touch? Dear god.
The time when the e^iπ makes a monster and uses integral to stop infinity.
Is the most intense moment.
Like who thought that he'll put a limit in infinity.
I was also wondering what other math can stop infinity......
The machinery behind integrals and derivatives---limits! :)
Aleph Null could maybe, or irrational numbers
The possibilities are uncountable :)
@@real_gay_bowser Aleph actually shows up at the end there.
@@kindiakmath The simplest way to stop infinity is to multiply by zero.
Orange tends to end up in worlds that are unfamiliar to him. He's usually quick to figure out how the world works, but he usually needs help from someone who lives in that world to figure out how to get home.
Unfortunately, the things that live in those worlds usually want nothing to do with him.
Euler's number was the first entity Orange found that was complex enough to maybe be able to help him, so Orange kept deriving it, even though Euler's number eventually got annoyed enough to turn it into a fight.
At least, that's my read on the narrative.
put some respect on tsc’s name smdh
@@kseventytwo what's tsc and smdh?
@@Redditard "orange" is actually an animation from 7 years ago that has been the main character for many years of alan becker's channel, and in that video, he was originally named "The Second Coming"
@@Riciliz ah, I know Orange, didn't knew what TCS meant, thanks though
@@Redditard the second coming and shaking my damn head, the second one was ironic
Two things you probably missed. 3 e^iπ got the r and the other things when TSC was shooting them with the tan machine gun. Aleph was also at the end of the video, the smallest cardinal infinity.
this totally slipped me!
hence the size
@againsttime4662 i was about to say that aleph was there too!
the part where the waves fired at the mech became massive: the impacts on the ground are 2D, so they are in complex plane already. thats why the add i to e^(i pi) stopped working
I didnt understand that part until now! Thanks for explaining it!
its too bad the and end doesn't have a number value so we won't know what the + end equals
left as an exercise
a+b = ab
@@mousumiaktertungipara then what's The+end equal to?
@@lukasdeen6226a b
Guys just use the numberes language. You know how u can speak with numbers? Just translate the words into numbers then add them together
For those who can't understand the last things. Here is my explanation. I think I can say that I understand basically everything. At first the central thing is that he took „e“ because with the eulerian number the euler identity can be representive. So a connection of the real Numbers and imaginary numbers can be shown. Like a+b*i. (a ist here cosine and b is sine but *i) So that we have a real Part and a imaginary Part. (Complex function) Thats why they were so many negative Numbers under the Root in the video and the letter „i“ (imaginary number) appeared again and again. I can also tell you why sine and cosine appear in the video. If you do some research about series development of sine and cosine. Then you will find out that sine and cosine can be represented as an e function. if you would take the (-1)^n away of the series than you will get rather sine hyperbolic or cosine hyperbolic. Therefore the (eî*pi+e^-i*pi)/2 (if im not wrong it is sine hyperbolic). Later he was in a imaginary space. This is because the i before eî*π. And at the end (14:49) there is a Gamma function which represents the eulerian integral. For this you can use partial integration. In Addition to that if you know the series of e^x then you can assume that x equals to i*π and if 2n=∞, then is n=∞/2 as well. So that we have ∑ from n=0 to +∞ (i*π)^n/ gamma (n+1). Gamma (n+1) equals to n!. So we have ∑ n=0 to +∞ of (i*π)^n/n!. Which is eîπ. Because e^x =∑ from n=0 to +∞ of (x)^n/n!. So also there is a connection. But to explain all Terms or all connection easily would overstretch the bow I think. Anyways I hope this could help anyone that couldn't understand the math understand it a bit better.
I hope this helps anyone that doesn't understand the math understand it a bit better.
Smart speak
I'll paste an explanation here from someone's comment in other reaction videos about the reason why the Euler's identity were not friendly with each other. And these involves lore theory of the animations that Alan has uploaded in his channel before
"I have a theory. There is a possibility that this is where every stickman that's created ends up before being converted to a symbol as seen in AvA 1, 2 and 3. TSC (The Second Coming) woke up literally in pitch black. A void of nothingness. A world of nothing but symbols, letters, and numbers. When you code/make something digitally, you would use symbols, letters, and numbers. And since that stick figure is still in the making, it would make sense for there to be just a void of black. If this is where every stick figure has been before being converted to a symbol, then the evil stick figures such as TCO (The Chosen One), (TCO isnt evil anymore though) TDL (The Dark Lord) and Victim most likely caused terror. This explains why Euler's identity (e^ipi) is afraid of TSC when they encounter one another. And it also explains why all the other symbols that appear at the end come out of nowhere. They were probably hiding. They were aware that some of these figures were dangerous, more so the ones with empty circle heads. It all adds up. Here's something that can also be connected to this: TSC came alive during his process of creation. He was not converted into a symbol yet, TSC found a way out of the void, which was not supposed to happen. This could lead to why TSC cannot control his power, he is not working properly due to the fact he was not finished."
Edit: Just to clarify, I'm not the one who made the explanation, this was someone else' comment who made their own theory from reaction videos. I want to pasted this because it seems very cool to know about it for everyone
you sir, are legendary
@@kindiakmathOk sorry, to clarify, i paste this explanation from someone's comment, not me😅 It was from some reaction video so that yall would know
@@gernil6216 you and your source, sir, are legends
@@kindiakmath umm, thanks?
If that is really how this works, do you think that TSC may return to this mathematical void in AvA 6?
I would like to see euler's identity return to help TSC in his development, and maybe even take on Victim and his scheme.
This is really good I Like watching him talk about what the problems are
Haha I missed several technicalities while following the incredibly fast-paced animation
iirc one integral ain’t enough to handle multi variables
If you look very closely at the trigonometric expansion at 4:30 you can see a little mistake, wehre the animator forgot to distribute the negative!
brackets brackets brackets
I don't really think it matters, because the equation is still mathematically accurate, as sin of pi is still 0
also, one thing that you didn't mentioned, that at least i didn't hear it, is that at the the end, the giant symbol stomping the ground is alpha nule
If I'm not wrong, hitting or touching something means object touched*hitting object
Hence since at 8:42 I see that π was subbed with "." and 9*tan was compressed to f,
π = .
f (.) = 9 tan (.) = 9 tan π = 0
e^iπ * 0 = 0
stonks
For the actual animation: the 66155254349908716553% confused 12th grade math teacher be like when using a magical board:
Apparently I was living under a rock, because I only first saw this video yesterday, 6 days after it posted, and this video was 4 days ago. So this video was posted only 3 days after the video, but I didnt see it until 3 days after this video.
mate, there are many things for which I'm living under a rock, all these zoomers and their "slay" slangs...
And interesting point, my commemt uses math to deduce those numbers. How germain for this video.
Okay! It’s me in this animation when I got lost in this weird black void. I saw a number. As I started calculating, I suddenly saw an e in the black void. I then started chasing the e and we had a fight, it turned giant and broke through into a wall into a white room. I asked the e so it can make me a portal out of here. And then yes I completed my math lessons!
at 13:54, zeta is the reimann zeta function, phi is the golden ratio, and delta is used to represent changes in values
Hey i got a question: If 1=3, 2=3, 3=5, 4=4, 5=4, What does 6=?
3
@@snappy4212 Yes Correct, beacause is 3+3=6
@@EbruhOG
one has 3 letters so 3
two has 3 letters so 3
Three has 5 letters so 5
Four has 4 letters so 4
Five has 4 letters so 4
Six has 3 letters so 3
@@snappy4212 btw i got this question from roblox game called Slap battle, where i tried to get recall glove.
7 = 5
I just realised that he kept pi in the function to keep the beam going
you missed aleph
yea I did :P
@@kindiakmathi want aleph
@@Maxim_The_Tsechickwhat is aleph
@@Stephan896 Dat giant black n looking thing at the end of the vid
@@Stephan896 Aleph is the biggest number
*SNIFF* DO I SMELL AN UNDERRATED TH-camR???
4:27 you missed this you see e to the I pie going to the imaginary dimension and place a I to get there and orange throws another i which if you do the math is 1 and it doesn’t send e to the I pie back
4:55 he holding the plus as a cross XD
@@ayanellezooman685 LOL keen eyes mate
Math is my favorite subject. Besides chess.
Too bad logarithms and inverse weren’t included.
Get ready for part 2
too many references to be made!! brain overloading!!
breaking news: stickfigure learns math in the most badass way possible
3:10 wouldn't that mean 6/0 is infinity R6?
You are truly a math nerd and also cool video
cheers mate
I like KindiakMath know's The stickfigureis talking about also The sticki figure's is:"The Sedond Coming" but KindiakMath know's that The The Second Coming want's go bakc to he's world I like how he Understanded That❤
animation vs m3th
Real
Breaking Calculus
jesse what are you doing
@@ワイヤー jesse we must defeat the king orange
Animation vs M4th would work better.
aleph is the big number.
Okay to be honest this entire thing is him being a total nerd.😒
Am I a nerd for understanding everything you said in the video?
yes, yes you are. welcome to the club~
@@kindiakmath Thanks
What does (i) equal? put your answers in the comments
The + end = The end
the big thing in the back is aleph
Animation vs Meth
e^i3.14
E to the i pi
I usually pronounced e as yulers number instead of oylers number.
at least you don't pronounce it as "wheeler's" number
My favorite part is 11:11
radius go b"rrrr"
Are you Malaysian?
yes
hi
wh is ma
Of course hes asian
e
hsur
gbhbgrhjb
2.81
🤓🤓🤓🤓🤓🤓🤓
e
Thanks