This Video will give you Terminal Uncomfortability and make you go cURsEd
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- čas přidán 11. 07. 2020
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It's hard to feel uncomfortable when you have no clue what you're looking at.
I am glad I'm not the only one
Its mainly aimed at first year math studs
@@stefanh.6201 . well you got me there . ;p
"F = am" almost broke me, so I agree
ignorance is a blessing
Those which are technically not wrong but are still painful to look at are the best imo
but when he says that floor(pi)=ceil(pi) is where I draw the line
@@charles7623 [Obligatory engineer pi=3 joke]
@@deidara_8598 oooh, now i understand
F=am
F = am
Whoever wrote the subtitles deserves a medal.
deserves to go to hell! hahahahaha
doo dooo dooo doo doo doo dooo dooooooo dooo doo doo woosh wooosh woosh doo do doooooo n
I really should have expected that
didn't see it lol
Why did I think it was going to be explanations
1:33 missed opportunity to make that a definite integral with integral signs as bounds
"Officer, it's him! Right there!"
god help
That might just be zero.
At my job i have to deal with engineers saying sqrt(-1) = j
Yikes
Technically j^2=-1, but ij=-ji.
The Physicist Cuber quaternions
@@whythosenames your name is a good reaction to this video
Ranjan Bhat yes you are right 😂
This video deserves a grammy award for sending the most people to the grave at once
xD
*mathematicians
this is a very common (yet understandable) misconception-- actually, mathematicians are not people! glad to help clear things up :)
@@enzogamerukbr *mathemapeople
@@PapaFlammy69 Wuold'ev been harder to luok at and moer uncomfortible @ the end if tWiTTeR was the only normally spelled word
> "Let z ∈ N"
I'm dead.
When you try to do math but halfway through the mushrooms kick in
nah cuz them mathematicians were on some
This video is so specific and appeals to such a specific group of people and i love it
specific group (engineers & co) :>
I am pleasantly surprised engineers also learn about the epsilon-delta definition of continuity 1:00. I thought only math majors had to experience the pain of first learning about it.@@martinjoster3282
that integral with the integral symbol as the variable almost killed me
Me who knows nothing about math: I am invincible
I lost it at the € LMAO
:D
It's Euro symbol (currency in Europe)
@@PapaFlammy69 I hate you for uploading this disturbing and cursed video
Yeah. If we used euro as a math sign, our world would be way different.
I didn't even notice that lol
Here's one: I legitimately knew a Calc student who intentionally wrote her integrals upside down (curls on top left and bottom right). She said her teacher taught her that way.
It hurts man. Blasphemy.
wtf xD
xDDDDDDDD
she's probably a witch
Outegral
It's a largetni
I'll take a shot at understanding all of the jokes.
0:04 - « F = ma », Newton's second law of motion, except am instead of ma because why not
0:08 - differentiability ⇒ continuity, not the opposite, simple counter example is abs(x)
0:13 - Leibniz's notation for differentiation is d^nx/dt^n, whereas Newton's notation is to add n dots over x. Now we get a pretty cool sword out of this
0:18 - Usually, f is a common letter chosen for a function name, and x for the variable. Here we see the opposite because why not
0:23 - Usually, the element of a set is denoted with the lowercase letter, and the set with the uppercase letter. Here we see the opposite because why not
0:28 - € sign is a pretty common choice to replace the ∈ symbol when you cannot type it easily on your keyboard. Except it's in latex so no excuse
0:33 - Not a right triangle
0:37 - Ah, yes, the negative absolute value
0:43 - It is common to write the two bounds of an integral as a subscript and a superscript. For matrices, a superscript T means to transpose the matrix. Here we see an example of an integral transposition
0:48 - I guess z is a pretty common name for a complex element, not really for the naturals (edit: we usually have n in Z also, now it is the opposite)
0:54 - This one is insane, the arrow over the x should mean it is a vector. And vector as quite often written the same way as combinations. The right hand side of the equation is the combinations formula
0:56 - Not a square (edit : the angular values are switched)
1:02 - Epsilon-delta proof, except epsilon and delta are inverted AND the result is not what we are used to prove
1:07 - Newton's notation adding a second dot to i
1:14 - Expansion of e^x, but using i as both variables for x and n (edit: and congruence instead of equality)
1:18 - I guess Infinity symbol is a correct name for a variable ?
1:23 - True, since pi = 3
1:28 - It is supposed to be g(f(x))
1:34 - I guess integral symbol is a correct name for a variable ?
1:38 - Definition of derivative, using deltas as x and h
1:43 - Expansion of e^x, but x and n are inverted (edit: and congruence instead of equality again)
You can write the binomial coefficient like a vector (x1;x2) when you want to piss off your coworkers.
lmao nice pfp
@@LandonCR lmfaoo nice
@@LandonCR nerd, nah I’m kidding that’s impressive
@@vienlacrose u mean (n k)
The expansion of e^i with i as the index and input value made me laugh harder than I probably should’ve
Not really an index but an iterator. No arrays here.
As someone who’s finishing Calculus 3 I’m very impressed that you joked about the Cauchy theorem for functions, that was amazing and it put a smile on my face
Cauchy theorem? What part?
"It's rewind time" said no one ever after watching this video.
What do you meannnn this video is going into my favourites. Every time I'm happy I'm going to watch this to kill all my happiness. #avoidpositivity
@@hoodedR #avoidpositivity.
I beg to differ ;)
Watching this video once is a sign of stupidity
Watching this video twice is a sign of insanity
@@Quasarbooster then beg
Wow I finally found something that makes people even more uncomfortable than my presence.
I feel u man
xD
These didn't make me cringe, they felt like fun alternate universe hypotheticals to speculate on their meaning
V fun 10/10 ty for video
I'm going to use the ninth derivative of time version at 0:11 just to see my professor's reaction
(tho I'll only use the second derivative because I'll be doing connecting rod - crank designs)
0:56 even the angles are wrong 😭😭
oh no...
Oh noo🤢
Hahahaha I didn't even see that hahahaha
This is what every mathematician dreams at night during a bad digestion.
the music ooohhhh god the music
There is nothing wrong with it, it's just the Wii music. czcams.com/video/IB3d1UthDrk/video.html You're welcome.
Oh and if you want a funnier version there's always the one Helvian made, czcams.com/video/UTtCLOe_WF0/video.html
It's also Shostakovich quartet 8 movement 4.
also, the english subtitles are pretty dope
@@pierfrancescopeperoni OH yes, I hear it around 1:10.
0:55 is literally giving me existential dread.
xD
NO PERFECT SQUARES?
Thank God I'm not a mathematician. I understood just enough of this video to understand it's power, but at the same time I will survive
Apparently there's a push for τ= 2π, but this is dumb because clearly τ=π/2 or ττ=π would make more sense...
Why tf people are lazy to write 2π is beyond me. Plus it looks nice.
Clearly, if ττ=π, then τ = sqrt(π).
@@epajarjestys9981 t^4 = g
Circumferance over 2r = π
Circumferance over r = tau
@@yavuz1779 Okay, boomer.
Today while doing circuit theory exercise I wrote di/dt=ï 😂
Boss move
:DDD
😂
So is ı meant to be charge or something? lol
@@Smitology EwWw
I think the one that hurt the most was the integral transposed, but the 0 didn’t also get transposed.
No, the integral got turned clockwise, not transposed.
Thanks for subtitles! I wouldn't understand anything without them! 😊
This is the most uncomfortable video I've ever watched.
Yes . Even more uncomfortable than 2 girls 1 cup .
@@darkseid856 I can gladly say that I haven't watched 2girls1cup. (Sadly, I've heard what it is about)
@@hoodedR your whole outlook on life would have changed ...for worse
@@alvinlepik5265 lol
I got a Normal Distribution seeing this video. In appreciation of that, I'll tell a bad joke i didn't invent
Cosine: I wish I had a negative angle
Genie: Okay, it is done.
Cosine: Nothing's Changed.
Genie: That is correct
Cool
Sine: I was I had a negative angle
Genie: granted
Sine: :(
@@skylardeslypere9909 that's odd
@@JoeyFaller cosine is now even with the genie
Why? Cos.
"It's just letters", - they said.
"You can use any letters you want to identify numbers", - they said.
I've never seen such a thorough presentation of calculus!
When you interchanged epsilon and delta in the definition of continuity I lost it.
"
The sum of all natural numbers
up to + infinity converges."
to - 1/12
@@yigitsezer6696 numberpile teaches us the REAL truth, like 1-1+1-1+1-1+1-1+..........= 1/2 right.
@@carlosdecabodelavega3660 numberpile? like that one blocksworld “hack”?
@@yigitsezer6696 scam
After making a Taylor Series run through roughly seemingly nested integration, I think I finally get why this is so cursed.
. . .
you just killed my innocent, little mind.
In semigroup theory we often write f(x) =: xf. Especially convenient when dealing with automata. Good laugh, though, I enjoyed all of them. Was expecting a "let epsilon
RPN FTW
Did they properly grade it?
My reply to this: D(x)
Me not knowing anything in math can still feel your discomfort solely through the music
thanks for the subtitles they really helped
Thank you for bringing a nice moment through my day. Subbed.
I showed this to my therapist and she's finally letting me kms
The continuity one made more more uncomfortable than it should have
This really makes me realize how many unspoken conventions there are
I understood and was upset by just enough of these to understand how much I'm supposed to be upset by all of them
This is what makes me wanna do maths! Such a beautiful language!
Maths is not a language. But it can be used for creating languages to describe nature with.
"All right angles are equal" -the elements .That false. there are 2 right angles: 89 and 90
What about 91?
@@thephysicistcuber175 also a good example. Euclid was SO WRONG
This all depends on the curvature of the underlying plane, you could have what appears to be a right angle cube if viewed from a top down position. However the actual angles of the so called cube could be anything below 90º And let's be fair, given sufficient curvature of a plane, the angle could also be greater than 90º...
The fun part about this is that if you view a square as the geometric shape that has all 90º interior angles, and you draw it out in hyperbolic space, you can easily end up with a pentagon with 90º interior angles, which wouldn't be flat in Euclidean Geometry, but it would be plat in Hyberbolic geometry.
@@livedandletdie you are smart.
Wrong, not Rong. Ahhhh!
I couldn´t watch it to the End, it hurts too much. Well done!
Man, my head just exploded like a volcano 🌋. Now I can watch it without a headache
Nobody:
Literally nobody:
Subtitles: doo dooooo doo dooo doo dooo doo dooooo
Doo doo whoosh woosh
0:05 Don't you dare
0:07 YOU MONSTER
Love the English subtitles, very helpful
i love the captions/subtitle.
XD
We define the function f from R to R to be f(x) = 5*x
We now calculate the derivative of f
f'(x) = (df)/(dx)
Now we can cancel the d to get:
f'(x) = f/x = (5*x)/x = 5
S O L U T I O N A P P R O V E D
B Y W O L F R A M A L P H A
Yes, we can definitely cancel the d/d.
Linear functions on division rings (like R) can be defined by df/dx = f/x so while you're not really "cancelling the d", you pretty much are.
Alex Jones Interesting .
@@alxjones r/woooosh
To be fair, d/dx can be used as a function, and df, dx can both be used to show infinitesimally small change.
I actually enjoyed the ones with the angles the most. But next time you need to make comfortable things such as a triangle with 42.0º internal angle + 69º + 69º And if you'd really want to make me uncomfortable, Imagine switching interior angles with exterior angles.
The first gave me uncomfortability, others gave me ‘feel stupid’
The creativity in the messed-up music is masterful.
Thanks papa, I appreciate it
Actually I found a stronger result. Continuity IS differentiability, I derived it from the continuos function thorem
Oh is it a corollary of the fundamental theorem of enginnering?
Proof by example: sin(x) is continuous and so it is differentiable. QED
@@hoodedR your right! isn´t it?
what about |x|
its continuous but not differentiable at x=0
@@ashtonsmith1730 sarcasm isn't really your strong suit is it
@@hoodedR I made a diy watter dispenser. it´s on my channell.
0'40 Integral from 0 to T. Just set T to- WHAT THE?
I didn't even believe F = am was correct until I read it out in my head several times
0:52 That is vile. 😂 The most triggering thing in this whole video.
I mean by technicalities some of them aren’t wrong but damn it’s uncomfortable lmao
I understood 3 of those, I consider myself a worthy mathematician.
My immeasurable is disappointed, and my ruin is dayed
This is mental suffering
OH MY GOD I THOUGHT THIS WAS ABOUT MUSIC THEORY AND IT MEANT F=A MINOR AAAAAA
I had subtitles turned on and it helped a lot.
Teacher: The math test wont be confusing
The math test:
When you need to use the 9th derivative of position... 0:13
Viraj Negandhi it even has a name, displacement, velocity, acceleration, jerk, snap, crackle, pop and even beyond but i don't know by heart rn
@@whythosenames the next one is called ligma
@@whythosenames After pop, it's lock, drop, shot, and put, so the ninth derivative of position (or displacement) with respect to time is shot.
Tom Kerruish ah ok thank you :)
Aaa Aaa These are made up, right?
At 0:27 he even moved the line in the euro sign hahahaha. Boss
I am too stupid to understand most of those but even I know something is wrong, I can feel it
I love how this is in my recommendations
The limit definition gave me anxiety
I want to send this to me math teacher so badly
But not me English teacher
Ahoy
When I saw "continuity=> differentiability" I choked on my drink.
Sometimes there is no caption to a well spoken English video and then there is this video without English and still have captions🤯
This has hit me on an existential level
PS: If I join your channel, will I become a member or memeber?
Memeber
A member like me
It took me 2 min literally to clearly read understand and differentiate between these words
Ngl the integral with bounds 0 and T got me really mad.
I'll be saving this for my little sister for when she starts calculus
thanks for including the shapes for us dummies
Me who understood nothing: *This is fine*
Looking at that physics derivative notation gave me a brain tumor.
Oh that's what the overhead dots are? jesus
Thank your for the lyrics
"No, it's not how you're supposed to play the game!"
As a theoretical physicist with a PhD, I can assure you, this did not bother me.
not even a 3rd derivative of a Pop? gone too far in physicsland...
@@Astromatheh? school?
@@IvanIvanov-ej2wy Sorry, I replied without looking, I wanted to reply under another comment
Man, look at this...the notation, the symbols. They're all just a bit off. A few of them I could live with...but it all makes me die inside. Thanks for the crisis. This shit is proper cursed.
Thanks for the subtitles
I sent this to my maths friends and they hated it, mission accomplished
The integral ones are helping me a tiny bit to understand integral notation a bit better lol
1. F = ma (Newtons second law)
2. Continuity does not implies differentiability. Differentiability implies continuity is correct. e.g. the |x| function
3. Differential form shorthand
4. x of f. where x is the function and f is the variable. (the opposite of the most common notation)
5. Let capital W belongs to small w
6. Alpha belongs to a set of real numbers
7. Not a Pythagoras triangle.
8. For |x| is less than 0
9. I have no ides what the right hand term indicates.
10. Let small z belong to a set of natural numbers
11. Vector x is equal to factorial x1 divided by product of factorial x2 and the difference of factorial x1 and factorial x2.
12. I think its a trapezoid
13. for every delta greater than zero there exists an epsilon greater than zero for every x belongs to D modulus of x- x0 is less than epsilon. I don't know what it means
14. Interesting. Never thought about it
15. exponential to the power iota is identical equality to. you cant use subscript in summation as the iota. I am too tired at this point
16. random symbols
17. floor value of pi is equal to the ceiling value of pi. Cant be true as the pi is an irrational number. i.e. it never ends.
18. g of f of x is equal to f of g of x
19. Random symbols
20. I think they wanted to write the formula for the first derivative.
21. The end. too tired to even try
If any mistakes do point it out, Good day
I think 13. was the definition of continuity with epsilon and delta reversed than what they normally are?
9 indicates a transposition, 19 is an indefinite integral and 15 and the last one is the maclaurin series for exp
I am currently on my deathbed watching this, not sure if I'll last the full thh bh
I have mixed feelings about this video... I will be sharing this to help all of the students I tutor better understand maths... thanks flammy!
I understood all of these, excluding the one with the square where two of the angles were right angle but the other two were 89 and 91
I would like to clarify that this is the opposite of true. That is the only on I understood
I'm trying not to die laughing in the break room at work
Discomfort successfully induced
I died inside a little when you transposed the integral.
The transpose of the integral was wonderful. 😂
OMG, thank you for posting that. I didn't get it the first time I watched, and I'm cringing SO hard now
I literally don’t know what any of this means it looks like Minecraft enchanting table language
Me who doesn't understand it: That sign won't stop me because I can’t read read