Animation Vs Math | AvG Reacts
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Animation Vs Math | AvG Reacts
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#AvG #Gamer #AlanBecker #AnimationVsMath - ภาพยนตร์และแอนิเมชัน
To answer DJ's last question: The titanic graph in the background was Aleph. It's a Hebrew letter, but also used to represent levels of infinity, hence the size of the creature.
Cool
Just a bit more fun fact, the Aleph we are seeing might as well be the smallest Aleph (Aleph-null), but I don't think they will think this much when animating this xD
@@BenziLZK technically it wasn't even aleph null, as there was no 0 next to it
Alephant
@@limonlx7182 funny
As someone who’s taken calculus, this is an accurate representation of what it’s like
Pain
@@rovieneolexizlegaspi8464i found 1 type person choose math and feel pain
What?
Having a war with a Letter?
I cant help but feel empathy, I understand like 99% of it but geez that dupe glitch got me hard I forgot e to the iπ = -1
Here’s one:
Here’s a stumper:
Turn this equation below into the following attributes below: Y=4/2+X
X-Intercepts:
Axis of Symmetry:
Y-Intercept:
Vertex:
Vertex Form:
Range:
Mean:
Value of Y:
Value of X:
Simplified Equation (First thought of simplifying the original problem):
As a dude with a math degree I think the premise is completely accurate. During upper undergrad studies, like a mini-boss, Euler's Identity will appear at seemingly random in different areas of math and each time you're expected to subdue it as part of the degree requirement.
Interessanté...
You lost me after the first sentence
Can confirm, I always keep my function gun under my pillow in case Euler tries to break into my home.
@@nuh_uh210lol
Ikr? e seemed to come up in the most random, unrelated areas in math and physics... the most mysterious irrational number ever
The giant symbol behind the others at the end is Aleph. In mathematics, particularly in set theory, the aleph numbers are a sequence of numbers used to represent the cardinality (or size) of infinite sets that can be well-ordered. They were introduced by the mathematician Georg Cantor and are named after the symbol he used to denote them, the Semitic letter aleph
Warto dodać że dziś ten symbol jest niezwykle przydatny, a jego twórca był wyśmiewany przez swoje dzieła i w końcu pracując nad nieskończonościami stał się trochę obłąkany.. nie dziwię się, ktoś kto tak zagłębił się w ♾️ trudno by zachował zdrowe zmysły 😅
I saw "sets" and my brain turned off
Oh! I thought it was a lamed (ל) rather than an aleph (ℵ).
Does that mean the 'nth' term? Cus that's what I'm thinking of (that's the last I remember of math after trig @_@)
LOL i thought it was X
As someone is working on getting a semi math major I can promise you... This is fairly accurate.
Can you explain the part where TSC saved the e^iπ?
I dont really understand that part.
@@hologaster that has nothing to do with math... It is all about bonds and wanting something from each other. TSC wanted to get out from there and return to what they are used to and e^iπ seems to have wanted to be left alone.
@@chrysanthemum9484 I mean the part where TSC and e^iπ go to the i part of the graph and that part seems start to break down after that mega anit-e^iπ lazer hit the x-axis for prolong period of time.
@@hologaster jesus
@@TrIIden what?
We definitely need a math breakdown if possible! I'd love to know some of the ideas behind the episode!
YES
Someone please explain what’s going on in there!!!
I saw someone make a comment like that with time stamps on the original video.
SAMEEEE
@PapaFlammy69
as an engineer, I was taken aback by how creative this video was, in terms of just how accurate everything was.
My brother isn’t a math major (he’s studying accounting though so math is still involved) but he was definitely a math nerd growing up; as a small child he’d do long division for fun. Now he’s in musical theatre, so I’d say he can get pretty emotional XD
He says “that ‘e’ had more personality than most main characters in movies today.”
HELP
damn. your bro's spitting straight facts there.
As someone who has a master's in mathematics, this was so much fun to watch. I love how it started with 1 and went right into Euler's formula. e^i(PI)=-1 hailed as the most beautiful equation in mathematics.
Something I’m confused of is that why (i^3)=e^i(pi)=-1
Anyone can explain this?
@@lenoobxd i^2=-1 therefore i^3=i* -1 = ie^i(pi).
@@lenoobxd I think (i^3)=-i
I'm still in high school so I only understood half of it 💀
@@Wolfy-pw2pyit iis
Man...I always had this idea of having the operations, simplifying, exponents and pre-calculus be something like alchemy where you would be able to manipulate different variables and see different reactions. Imagine something like this being a game. The visual representation of all of that blew me away. 10/10
I got lost at the derivation and further trigonometry....I never really liked it and have a hard time understanding it.
we need that interface on vr... also 10/10=1
@@PlayTest-kq1gq ok 10 out of 10, now what
MATH FIRST PERSON SHOOTER
@@JuxGD call of education
"Math is the language of reality" takes on a new meaning here
Id be interested to see other basic concepts like this explored. Like an animation vs art video would be very amazing to see or even animation vs music
I like to think animation Vs art was basically what Animation Vs Animator 4 is
Animation vs. Music sounds so incredibly cool. If there's a music genius on the team, they could totally direct it or just come up with the story. There's a lot of complex stuff in music as well as math, so there is a lot of possibility there. If there was the slightest possibility, though, I could literally wait a decade for it to come out. There's so much else for Alan and team to do; as DJ said, TSC/Orange is still currently in prison and we don't know what's going to happen there; and I want them to get done with what they've been working on before anything else that 2% of the human population will understand in its entirety.
It'd be another thing for me to nerdy-fanboy over, though.
I mean scott Buckley would definitely be the one who would be in charge right, haha also, if they make animation vs music Green should be the one in the animation, maybe he would suit the plot better than TSC@@lavender3609
As a Korean student who has given up on math, I can confirm that I recognize at least 80% of what's going on.
Edit: Ok maybe 70.
Are you Korean?
Edit: I didn't mean to start a war in the comments -
@@darudesandstorm1186idk if he is a Korean he seams Chinese to me
@@darudesandstorm1186 nahh bro he is polish
@@darudesandstorm1186 he is probably a Korean
네?
HUGE props to the lead animator who came up with this. It's hard to put this much creativity into calculus and beyond
Fun fact:the lead animator was a legendary animator on dojo too,he created the shock series and the Rhg FLLFFL
@@thefox_dr.karven3629you just activated my nostalgia
@@yaeyde it’s my nostalgia too lol
And his name is Terkoiz.
@@thefox_dr.karven3629 OUR NOSTALGIA
I understood ALL of this, and loved every single frame
I honestly REALLY like this animation. I just love how Orange is just messing around with some math and graphs and all that. It's just very interesting, educational, and makes math more cool!!! I wish that this was like an actual, playable game, so that I can be in Orange's shoes and mess around with math too!!! (maybe turn it into a vr game too, that would be insanely cool!!!)
Bruh the Aleph cameo at the end goes hard.I wonder how Orange ended up on the "conceptual math plane" in the first place...
Alan opened Desmos and TSC cracked a hole into the imaginary plane or something...
Or in his jail of the “wanted” episode where he had the access to this realm?
Or simply his imagination
@@lenoobxd It doesn't seem likely for it to be connected to "Wanted" imo since the stickmen there are more focused on drawing tools than mathematical tools from what I've seen (I mean...vector exists but well...)
It might be a standalone or a spinoff which may/may not directly impact the Alan Becker Universe, but who knows?
My current theory is that this kind of conceptual space is where all drawn stick figures end up before being converted to a symbol like we see in the first 3 AvAs. If this is the case, then I think that AvMath takes place whilst The Second Coming (Orange) is being drawn in AvA 4.
Because of a literal chosen 1, however, TSC is able to start this series of events ultimately leading to his escape of the conceptual space without Alan converting him into a symbol, explaining how he could be alive in the first place in AvA 4.
Also note that when using the function gun with the infinity symbol, the resultant beams resemble the one that he fired at The Dark Lord, and near the end he could use the circle to fly without any method of propulsion, like he can when he's awakened.
@@dat_fast_boi Oho, so you're saying TSC is fighting with vectors?
The giant in the background is Aleph, the infinite cardinal. It represents the size of the set of natural numbers.
Vsauce explains it in _How To Count Past Infinity_ .
that's Aleph null, Aleph itself is just a symbol used to represent levels of infinity
@@freerobux49 levels of infinity? OMG! Now I'm just guessing the meaning of a book I read a long time ago. Everything makes sense now. Thanks for the contribution.
Just to add, it goes slightly into linear algebra too, making the circle span in multiple dimensions, that was definitely a slick move.
The big object in the end is the first letter from the Hebrew alphabet: "א"
Hebrew is my native language, and I'm not aware of any usage of it in math. When we got to the more complicated staff in math, we just used the English version
I love your animation videos so much ❤
As an engineering student who takes some major subjects related to math, this is very accurate. Math can be fun but sometimes complicated to understand how to solve it lol. 😁👍
I’m taking what DJ said as canon, but not as a mind palace, they just put TSC in a simulation/calculator. I also like the idea that TSC is gonna have math powers now since they still have symbols and units on them.
it's funny since it's basically the same exact thing i thought when i first watched it.
Wait wait wait. I’m going to go out in an extremely long limb here and say that the government like group has math powers. Maybe them freezing TCO and TSC is some form of dividing by 0? Like, they get stuck in place until the equation in complete, but since it’s never complete, they’re permanently stuck?
Writing it out now makes it sound stupid, but I’m going to stick by it until proven otherwise.
Yeah I thought TSC was in a calculator from the start
Maybe something happened and this was a void
Maybe this is where victim was
Alan said he wanted to see a math major to watch this, and my search was literally “mathematician reacts to animator vs math” lol, but sadly there was none.
My favorite part has to be when the e-mech turns the shot from the infinity gun into a limit bar (and the following completion of the mech), I love gravitas-packed moments and this is one that combines a bunch of different emotions but mainly frikken awesome ones. The entire animation is amazing too
I watched this so many times, it was so cool! I like how you kept the math accurate while still finding a way to use it. Could you make a video reacting to fan made animations? I've seen some really good ones.
I showed this to a math friend of mine and he said that the way they started from a simple 1 to making highly technological weapons reminded him of the evolution of human kind.
hmm a match student talking about evolution .... BIO OP
Almost like an AI...
Damn... damn... I've never thought about that that way. Geez.
"math friend"
I'm a computer engineer and the highest math class I've taken is Calculus III. I understood all of this and I'm absolutely proud of it.
computer engineers let's go!! I didn't need to take calc III, but diff eq and linear algebra both reference these topics heavily. Some of my friends in calc III make me jealous with some of the stuff they're talking about lol
this is exactly what I wanted to say too
As a gamer, when I heard “Calculus”, it’s similar to (Giant) Collosus boss in my ears. 😂
4:50
*MAY THE POWER OF MATH COMPEL YOU*
As someone who fences I loved when tsc was using the curve line as a fencing sword
Let’s see:
0:14 the number 1, also equalities
0:27 addition
1:32 subtraction
1:42 negative numbers
1:48 Euler’s identity, in trig, a number in the form e^ix can be represented as a point on the unit circle (circle with radius one whose center is the origin on the complex plane), the x is the angle in radiants at which the point is located, since pi radiants is 180 degrees, the identity equals -1.
2:25 double negative makes positive
2:32 multiplication
2:43 division
2:57 dont divide by 0, please
3:14 positive exponents
3:38 negative exponents
3:44 rational exponents/ radicals
3:59 Imaginary numbers, normally you can’t take the principal square root of a negative number, so some old smart guy made imaginary numbers (i) where I squared is -1.
4:22 the euler identity tried to escape by multiplying itself by i, but the i that was thrown made the i into a -1, which is why when the eulers identity went through the wall, it didnt dissaper
4:25 trigonometry representation on eulers identity, sometimes written as cis (cos + isin) for anyone studying trigonometry, you know the beauty of working with complex numbers in trig form
4:31 pi radiants is 180 degrees thus the half circle
4:28 the - flipped the orange guy 5:01 the bow is made up of two twos, a multiplication sign, and an equal, so it shoots out 4s
5:04 pi/4 rad is 45 degrees so the circle isn’t complete
5:26 complex plane( reals on x axis imaginary on y)
5:43 unit circle
5:50 2pi rad in circle
5:57 definition of radiant
6:12 r is radius, theta is angle
6:46 pi :)
6:52 cos and sin, and how their graphs are drawn using the unit circle.
7:17 i rotates the sin wave 90 degrees
7:28 same eulers identity
7:43 Taylor series (complicated stuff) if im wrong plz correct me
7:53 circle and cylinder
8:11 orange guy uses the - to go to the opposite side
8:33 complex definitions of sin and cos (rest in reply’s cause it’s getting too long)
8:39 sin/cos = tan
8:51 tan waves on the balls
9:12 pi radiants so rotated 180 degrees
9:37 infinity
9:47 real thing (idk formal name) the exponent next to the real is the amount of reals, so when the exponent is 4, all four variables all belong to the reals
9:54 sick animation, also all the expressions are equivalent
10:07 integrals can Handle infinity, thanks to limits
10:28 +9i moves up 9
10:58 one integral can’t Handel multi variable stuff
11:08 big radius
11:15 death laser of trig
11:34 they get rotated 90 degrees because of i, as stated in the video
12:46 ixixixi is 1
13:14 I have no idea what that is, I think something about n dimensional unit spheres or something. But idk 😂 someone smart plz let me know
13:44 zeta, phi, and delta
13:54 aleph nole (smallest infinity)
IF I MISSED ANYTHING OR GOT ANYTHING WRONG PLZ TELL ME :)
-nerdy highschool freshmen
@@MathOverChemistryok
@@MathOverChemistry I believe 13:14 is euler calculating the valume of the sphere orange is in. and turning himself complex makes it -1. I dont really understand why but I got that from a video explaining the math shows in the video.
@@MathOverChemistry hoow do you know alll this as a freshman im a junior and what
@@crazychicken8290 Asian power
I would love a math tutorial in this style. the semi tactile way everything works, the visualization of concepts in interesting ways, the use of functions to build more functions. it tickles a part in my brain that just loves it.
A math video game! Assemble weapons to reduce opponents to 1.
That would be interesting
As a person who hates math and suck at it, I might even try to play this game and even try math.
an rpg purely about math would be cool
Im graduated as an electric engineer a few years ago, and this gave me flash backs. Love the Laplace and Dirac teasers at the end for diff eq
12:37
Most creative way to write exit I've ever seen
2:56 calculators actually do divide by repeated subtraction like this. they usually have a failsafe to prevent them from spinning out when you divide by zero, but some old ones don't. you can find videos of people dividing by zero on electromechanical calculators where the calculator is just counting up really fast. I like how the video referenced that.
Question, what do you think would have happen if 0 was divided by 0 in the animation?
@@camdenprime5430 I think - it'd result in one -0 phasing in and out of existence... or instantly jumpstart into higher math with multivariate functions
@@jiqci My idea would be that if this is a calculator world, the world would break and a living Error word would fix it and reset the world. Like what we do when we need to fix a calculator after diving 0 by 0.
I have a comment talking about a ending idea for this video somewhere involving this.
Actually, most modern calculators use the newton-raphson method to divide. They still have a failsafe for division by 0, but NR allows for solving division without having to deal with the division operation directly , and are also much faster.
@@camdenprime5430Repeated subtraction gives you 0 because it's already 0 when you start
I wonder why Second Coming was even sent to the Math World but the soundtrack is killer as always
why and how
You know, knowing he was trapped in a cage in the episode "Wanted", they could be experimenting on him or something.
Alan left the calculator app open and yellow was messing with it. In the excitement to show someone pulls the closest stick figure (Second Coming) over and accidentally shoves them through the number window but, it’s a one way door easy to go in difficult to get out.
@@DeadKorvoOr he could be imagining all this while in the jail.
my theory is that he's in the jail cell, and tried to get out but ended up pulling a math library out of the wall and fell into it
The music for this episode is really awesome.
no joke this animation literally made me understand math
i was always confused on how math works and this single video made math look easy as hell
Alan and his team doing intense math for an animation is insane 😮 hopefully someone on the team (like Alan and the other person who i didn't catch their name) is a math major
Just love how TSC literally went from making a simple equation, into a literal death star
Not a math major or an employed mathematician, but I've "fixed" enough math major's computers to understand most of the equations in play. Or in other words, most of the "Help this isn't working" were not hardware or software faults, but errors in data entry and formula. So thanks to a profitable youth telling Math Majors their figures were broken, not the time share university computer, I followed most of the equations fairly well until the last set of symbols.
What really took me by surprise though was the Wave generation and the extrapolations, reminding me of "show your work." If math was taught in such a way where the work is/was visualized it likely would be easier for more people to understand.
When you come across knowledge like this, it’s like it kind of all comes flooding back after you forgot most of it
11:45 When the portal breaks, its actually the boundary between real and complex nummbers, so he needs to get out of there and escape into reality. Square Roots having negative numbers are complex/imaginary/non-real.
very creative…
I dont know why... but this episode feel like what would Alan would make back in the old days....
I doubt he'd be able to make this back in the old days
maybe because of all of the bizzare flashbang lazers going on?
yea
That was Hollywood like ! It has everything and it was totally MIND BLOWING ! I thing i start crying now, maybe it describe HOW GOOD THIS WAS !
If you were to make this into a game and the story line progresses when you learn more math , but the only way to learn more math is if the player solves actual problems, the game would be educational and fun. Overall this is an amazing concept🔥
It would be cool if Orange actually got to use his new-found math skills to make complicated calculations in the heat of battle later down the lore-line, giving himself an upper hand
that would be amazing
@@NuggetOrBowtie We agree on something as people who dedicated their usernames to certain characters on the internet... its f*cking hilarious
@@iamanunus9141 thank you i guess
Yeah and he also fights with e^(i×π)
Yo other people do this?
This is so cool!! I hope Terkoiz can share his thought process behind the idea and how involved he was with all of the math concepts implemented, I would LOVE a behind the scenes for this episode specifically haha
THIS
For anyone wondering the giant thing at the end is aleph or aleph null which can be used to represent all numbers or in other words it is a representation of an infinity
As someone who just enjoys math for the sake of it, I loved this video
10:15 - "Dark Souls Boss" but legitimately can this be a made into game?
Imagine how stoked people would be to do math and play an awesome battle game
Dark Math
OMFG PLEASEEE
10:46 As a math enthusiast, I can assure you: it's a lot more cooler when you know what's going on.
Keep up the good work, Alan! Keep up the good reactions, DJ!
I understood everything up until the “send-off”. Had no idea that n-dimensional unit circles were a defined concept until watching an analysis of the video. That being said, my only gripe is that there wasn’t MORE. I would love to see more of this mathemagical world, especially things “exploding” outwards. Hell, a contest similar to what created Rayo’s number might be a fun video idea, two+ opponents trying to make the biggest non-infinite number they can.
The large constant seen at the end is an Aleph. Probably Aleph One if I had to make a guess. I watched the animation and then saw your guy's reaction to it. I knew most the context of the story. I did have to look up some information when it came to the Euler's number started firing factorials at Orange. This is an awesome animation. I loved every second!
It could be also aleph null (aleph zero)
@@DiggyPT I checked into it some more and I was wrong :p. I think you may be more correct
This was so epic! Amazing story, Terkoiz!!
I love how multiplication/division/exponents/trig was explained! I wish I could've had those diagrams when I was learning those. I got a couple levels into calculus (and barely remember anything) and trig was never my strong point, so after the trig components started, I just started nodding along and saying "I think that makes sense?"
Still love this so much :D
Now i want a video game of this animation, like collecting different numbers and math icons to design math problems that you fight stuff with
There are some actually amazing videos that go over all the math in the video
13:41 The upside down g or q thing is a the delta symbol, the e^ipi is a part of euler's identity where it equals -1, the tall thing I don't know, but the giant monster thing is an aleph.
However I got stunned when I saw the circle with the straight line across it. It's the only one I didn't need to google search because I recognized it in certain bizarre manga. If I do my math properly and ride a horse, I can grant myself the power of infinity. So in conclusion math can give you godlike powers, powers that of or greater than the corpse of Jesus Christ, as shown in the animation and in this bizzare manga I read.
The middle one is called Euler's identity
The top one is Delta
The one to the right is Zeta
The one to the left is Phi
And the giant one is Aleph-null
@@TheWorldsLargestOven Thanks for telling me what the tall thing is. However, doesn't Aleph-null also have a zero next to it?
@@thomaspark7080It might be Aleph itself, more like Aleph-n rather than null since Alan mentions that all of them are mathematical constants despite Aleph lacking the number to it.
Euler's rule/equation, and something used in shapes, like 3d and 2d Shapes, which is like this: A(edges)+F(Faces)=V(Vertices)+2,alan i like how you are like,powering kids imagination and interest by math.
?
As a Physics college student: I love this one, probably the best thing I've ever seen on TH-cam. Amazing job!
I absolutely loved the concept of the 2x2 bow
This whole animation makes me wanna imagine a series where people have access to a calculator dimension they can jump in where they can experiment math all they want because the whole realm accurately autocalculates everything they play with. And the storylines tackle about math as a logical concept contrasting the main characters being emotional humans who happen to have a fascination interest with math. And the fight scenes just being eyecandy for mathematicians like this video.
Im an 11th grade math and physics major and i just want to say this was so beautiful, the graph with the dot just melted my heart .
This is the reason i love math so much, in mathematics, you seek perfection, you will never achieve it, but just close enough to satisfy your little universe
For people who don't understand why there were cracks in the portal.the portal went to negative infinity.this is not theoretically possible so it cracks.
This is what would make math classes interesting
Battle to the death
Honestly I felt nostalgic for this. I remember the first time I heard the concept of imaginary numbers. Even earlier. When I heard the concept of negative numbers. When you’re still discovering everything about the world. It was so fun. And I never went to Uni for maths. But this about covers the extent of my maths knowledge from A Level Further Maths. That was fun.
I love that AVG posted while in Alan's account, it's streaming, or whatever that is called again.
Premiere. That’s what it’s called.
They reacted to it before it was released
@perapeplol you said that 4 times.
I understood this!! It’s very elegant and informative to a keen eye
Being in uni on IT and having all the different maths (calculus, algorythms, imaginary numbers etc) gave me enough knowledge to really appreciate this whole video. While not being able to make sense out of everything fully, i still understood relatively why things happen (Euler's number being main one) and it really makes the whole video so much better.
Edit: What i hate the most is 10:04 like this is too smart of a move, how dare y'all
Ikr when it compressed the wave into a limit to inifinity I had to rewatch that
NO WAY WE GOT SPOILED AGAIN
Perks of AvG
They post this so fast
Spoiler VS animation
No
In mathematics, Euler's identity is the equality where e is Euler's number, the base of natural logarithms, i is the imaginary unit, which by definition satisfies i² = −1, and π is pi, the ratio of the circumference of a circle to its diameter. Euler's identity is named after the Swiss mathematician Leo.
Formula
e^{i\pi} = -1
e = Euler's number
i = imaginary unit
\pi = the number pi
As someone who just barely grasps Calc2, I found this animation hilarious. The points I couldn't rationalize I simply had to rest in the knowledge that someone way smarter than me made this XD
Now it’s time for everybody’s favorite subject. MATH!
Oh no it's baldi😂
📏
then you start to hear the sound of the ruler
@@perapeplolshove aleph null as answer in every question
That’s literally the first thing I thought of when watching the original video
“Welcome to baldis basics in education and learning THATS ME”
i am convinced that this is actually a test for TSC and the agents guys are just seeing how smart he is
Send this to my Highschool Calc teacher. He showed it to us in class and explained everything.
The background music at the start is so nostalgic
Imagine if what DJ said was actually true, that this is canon to the previous episode with The Chosen One. The Second Coming may have powers via the Calculator application rather than the Animator application in that episode.
You’re a goddamn genius
And the funny thing is, TSC still hasn't explored most of the different types of functions on a graph (and ways to manipulate them), which makes it even better, because he'll have even more weapons in his arsenal to use against the grey animators (if this is canonically linked).
I have a cool idea for a separate ending for the video. So, up until 10:20, everything would be the same. But when 2nd Coming/Orange notices the center point, he thinks about what happened when he divided a number by 0. So, he decides to create a barrier by dividing a number by 0. Then, he decides to try dividing 0 by 0 and -1/e realizes what Orange is about to do and breaks the equation to get to him, but Orange would activate the equation at the last second and the whole screen goes white with the word Error on the screen. The word would be alive and the E would look around and sigh, knowing that someone divided 0 by 0 again, and orders the Rs to open up the O panel and fix the problem. Then after that, they all get back into position and the world resets. With Orange waking up in the same place with a 1 floating above him.
I call it, the ERROR ending. Sorry for writing a whole paragraph, but I really wanted to tell everyone my idea!
The ERROR ending 👌
@@NooNahha Yeah, that's better.
Bro, that would be cool
I absolutely empathized with a stick guy. He lived the exact 20 years of my life finding all those intriguing things. ❤ The emotions were just overflowing through him! 😂😂😂 When e just put him in the bubble, I totally lost it. Then e just high fives his buddies at the end like "Got another one."
It's pretty fun to try to figure out what some of this stuff is and it's weird that i know almost all of this
I can't imagine how long this took to make
I can't imagine how much Math they had to do
@@ShimmeringVapidCoalcant imagine how much brian power they needed to understand all that math😭
@@youssef1770 Unfortunately, my name isn't Brian, so I don't understand any of this
@@ShimmeringVapidCoal he probably just misspelled brain
@@BucketsNotAvailable Same thing, my name isn't Brain either
It all started with One.
It all has been with Euler.
It all ended with Aleph.
THE GIANT ALEPH AT THE END IS MY FAVORITE. From what I recall, Aleph is a symbol that represents how big a set of infinity is, e.g. Aleph Null is the "smallest" infinity and represents how big the natural numbers are (1, 2, 3,... ). Clearly there are bigger infinities because there are clearly more integers (... -2, -1, 0, 1, 2,...) than there are natural numbers, and so there are infinities of different sizes.
More specifically, when a set of numbers is Aleph Null, we mean that we can map each set of numbers of the Counting numbers. For example: the positive multiples of 2 are aleph null because we have a one to one correspondence between the natural numbers and the multiples of two like this: 2 goes to 1, 4 goes to 2, 6 goes to 3, etc. We're saying that each number in the set has a unique correspondance to the natural numbers, which means it is "countably infinite" because we can "count" the members in a systematic way like if we were to count them off.
I showed this to my friend, he’s a math teacher. And he loved it!
Listen people this is damn important.I want alan and his team to coperate with a game company and create a game out of this concept.Just imagine a game with it where you can explore math,have story and complete the story using math. This game could be revolutionary, it will change the whole perspective of math,it would have infinite possibilities.Pls like this comment and share this idea to make this concept of game real🥺pls
12:31 I only got it now, that he was typing "exit". :O I'm in the same situation as DJ, trying to understand all the numbers and formulas I can't instantly shift into reading words. xD
10:40 omg bludimir got the 0.0000000000001% chance math cannon
Once you said “math would be even more fun like this” I immediately thought about a class where everyone goes into VR and they can take the parts and move them around as orange did.
we need terkoiz to explain this entire story and how the math works, id love it even more knowing the context
I love how the cannon that orange shoots at Euler's number is basically cancelling out the number.
Yeah, was not expecting that, or the death star radiance.
they both got em nerd glasses just right for this animation
11:21
Alan: make sure you get it on the target
Dj:He wants to make sure he does maximum crit damage 😂
11:12
For anyone wondering sin cos and tan have nore in common with circles than right triangles, the graph for sin and cos are defined using a circle by using dots on its radius and a dot on its center to make a right triangle and define the trigonometric functions, the graph is a visual represents of the dot circling around the circle and which satisfies the function for sin and cos, the aleph null at the end was pretty funny because what aleph null is is the smallest infinity, which is essentially an infinite series of all the integers on the number line
If you draw a unit circle about the origin, and start at (x,y) = (1,0) then cosine is the horizontal position and sine is the vertical position as you move around the circle.
DJ at the start of the video: This is straight up math.
DJ at the end of the video: We went from addition... to this.
As for where I fall off... I know snippets of math from here to there. I know about the golden ratio(the circle with the line through it at the end), i is the square root of negative 1, aleph(the massive N thing, it is essentially an infinity, with aleph null being the smallest), sin waves, radians etc. but the more specialised stuff(eulers number, the strange E/3 greek letter thing) I don't. Also I'm 15.
The circle with a line through it at 13:44 is called "Phi". It's another symbol used to denote angles just like Theta.
e^iπ= -1 and the Greek letter snake thing is Zeta but idk about it’s use yet
@@thedarklord-bh9kqRiemann would like a word with you, something about primes
0:42 "I didn't even do calculus"
*Made a video that not only uses calculus (integrals), but goes into higher level math (Taylor Series Expansion, Complex Analysis, etc*
All the math was done by his friend, not him.
Bruh. This was beautiful and it was so accurate 🤩
I have barely managed to pass my math college courses and I'm a computer science major, this made sense more than most of my math classes so far. This was majorly impressive.
In case you were wondering, the reason the guy disappeared at the end is because e added the i back into its exponent, which turned the equation into -1, thus closing the circle into non-existence
THE POWER OF ADDITION COMPELS YOU
The main two laws of math:
1. Everything starts at one
2. Pi is the tastiest number
😂😂😂
10:11 the final boss of math 🧠
Nah it's either the giant sinusoi blast that TSC does or the giant aleph