And The Volume of A 0-Dimensional Ball

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  • Опубліковано 25 лис 2024

КОМЕНТАРІ • 67

  • @thelemonadeboy
    @thelemonadeboy Рік тому +62

    in my heart, because i cannot understand the complexity of such maths - orange returned to the world where his friends are

    • @ron与数学
      @ron与数学  Рік тому +8

      Great answer!

    • @matthewboire6843
      @matthewboire6843 Рік тому +1

      Yes

    • @kormannn1
      @kormannn1 Рік тому +2

      Or the e monster just decided to kill him in most creative way

    • @ron与数学
      @ron与数学  Рік тому +3

      This is a very dark perspective but I like your imagination.@@kormannn1

  • @MakhaiX377
    @MakhaiX377 Рік тому +47

    I think he went back to Alan's desktop and proceeded to tell the craziest story to him and the color crew

    • @improbablyfur
      @improbablyfur Рік тому +7

      “Hey, I just found out that 1 + 3 = 4!”

    • @ron与数学
      @ron与数学  Рік тому +7

      This is an amazing joke if someone treats ! as factorial :)

    • @harrysamuel3494
      @harrysamuel3494 Рік тому +2

      ​@@ron与数学it isn't a joke how do you think we see him again

    • @ron与数学
      @ron与数学  Рік тому +1

      Hard to tell mathematically but you can always draw him and recreate him :)@@harrysamuel3494

    • @443MoneyTrees
      @443MoneyTrees 11 місяців тому +1

      I think now that Animation vs Physics is where TSC came to.

  • @jfrnjfrn1
    @jfrnjfrn1 Рік тому +11

    maybe orange got to the backrooms, cuz he noclipped out of reality, or he got out of that dimension to his home dimension.
    I think that dimension is a calcuator, and then he sent him out, bc he was stuck and can't get out.
    who thinks its backrooms, and who thinks he gets back to the home dimension.

  • @RedStone576
    @RedStone576 Рік тому +7

    orange went back home, its all just a weird dream

  • @trandaiphuc5342
    @trandaiphuc5342 Рік тому +15

    I'm not nearly smart enough to understand this.
    But if the 0 dimensions survive no matter what, then after every single dimensions collapse, the orange will be in the 0 dimensions and outside of every other dimensions.
    How he go back to his dimensions after that is his business.
    At least that's what I thought.

    • @ron与数学
      @ron与数学  Рік тому +2

      What you said is true for the first half of the journey. But for the second half, it redistributes again to different dimensions and this time those volumes cancel each other.
      The answer "where it goes" is very much a mathematical construction :)

  • @Old_Duo
    @Old_Duo Рік тому +13

    This is a really tricky question, maybe in negative dimensions or he is in all of the dimensions and not at the same time. This is math, a rabbit hole that was created by humans that humans can't find its bottom.

    • @daco-shitpost
      @daco-shitpost 11 місяців тому

      oh hi duolingo

    • @Old_Duo
      @Old_Duo 11 місяців тому

      @@daco-shitpost I am d *ou* ulingo

    • @daco-shitpost
      @daco-shitpost 11 місяців тому

      ​@@Old_Duo вибачаюсь, просто ютюб пише лише ім'я користувача з @. якщо ти раб дуолінго, кліпни 3 рази. до того ж якщо ти думаєш що це російська а не українська то ти глибоко помиляєшся

  • @vidmaster011
    @vidmaster011 Рік тому +8

    I went as far as college algebra and got out with a B, and I gave everything I had to pass that class.
    I barely understood a thing cause when Greek letters start to appear that’s when I got beyond lost…my mind refuses to acknowledge whatever it is. Math isnt my strong suit but I know I can learn it if I put my mind to it. With that being said, I don’t feel bad one bit that I don’t understand any of this. Not knowing this in no way makes me stupid, just makes me curious for even coming to watch. It’s interesting, but this makes me question the limits of my mind cause I just can’t wrap my head around phi, zeta, delta, theta and all that other stuff.

    • @ron与数学
      @ron与数学  Рік тому +1

      That's alright. I often find the simplest math embodies the most beautiful existence.

  • @blumepetals
    @blumepetals Рік тому +4

    i think he got trapped in his mind (due to being in a cell) and he needed help to escape or something idk

  • @Jaafan
    @Jaafan Рік тому +8

    7:41 "imagianry"

  • @yenzetsu
    @yenzetsu Рік тому +5

    Can someone explain the function gun and infinitely tangent waves part?

    • @ron与数学
      @ron与数学  Рік тому +5

      That part is more like pure aesthetic design. A number is just a number but a function can be "reused" to generate infinite output.

  • @ducks840
    @ducks840 Рік тому +5

    very interesting and well put together video. definitely earned a subscriber! good work

    • @ron与数学
      @ron与数学  Рік тому

      Welcome aboard! I really appreciate it!

  • @jjoon0531
    @jjoon0531 Рік тому +3

    He is an total imaginary character that is absolutely not in "real" world nor complex world. because he is not real nor complex, even if he can be seen from our real world anyway. orange stickman has to be fully imaginary by moving him into imagination not being stuck between mathematical real-imaginary space if he wanted to go back to his realm. and the sphere that has imaginary volume sent him back.

  • @efslgima
    @efslgima Рік тому +1

    he went to wonderland and lived happily ever after

  • @Darkblue-y4s
    @Darkblue-y4s 2 місяці тому

    He is the tsc we see in the singularity, or he could be transported the the rest of phi and will be transported to the test of aleph after

  • @MEME_GAMER369
    @MEME_GAMER369 Рік тому +1

    Back to the original world

  • @jadenteh4778
    @jadenteh4778 6 місяців тому

    This orange is the first one who got in the black hole from "Animation Vs Physics"

  • @TX2015
    @TX2015 Рік тому +2

    I forgot who the original comentor was of this idea in another analysis video, but I agree with them. I'll say it as close as I can.
    Drawing and animation programs rely on pure math and equations to draw the lines, colors and shapes of whatever obhect you're trying to make. Presumably, any stickman or figure Alan draws (Alan rather than his team, since he seems to be the only cannon in AvA(?) goes through this exact process.
    However, lines typically do not care to understand the math used for drawing them, as they're just lines used go form shapes, but TSC and his alikes are different.
    The Victim (OG), TCO (AvA2), TDL (AvA3) and TSC were self-conscious of their mathematical surroundings due to the powers given to them thanks to Alan's parameters, reason why they are so powerful that they could destroy PCs and the likes. Also, reason why every single identity was hiding until TSC was gone, except e^ipi because he got found: other stickmans like him had already almost destroyed everything. TSC was most likely the only one to ask to find an exit, rather than being casted out.
    Basically, TSC got sent to the first frame where he got drawn in AvA4. Sorry if this is too long--

    • @Darkmater1_1
      @Darkmater1_1 11 місяців тому +1

      So, mathematically drawn time travel?

    • @Darkmater1_1
      @Darkmater1_1 11 місяців тому

      A giant reset button on the drawing/ math core

  • @ummisyazaq
    @ummisyazaq Рік тому +1

    I think he goes back to his reality :D

  • @irguivamjose5570
    @irguivamjose5570 Рік тому

    It's impressive how creative math can be! Mini details can be such a big thing😅! But congratulations, your skills are great.
    Obs.: Forgot to mention... Got a new subscriber!

    • @ron与数学
      @ron与数学  Рік тому

      Hi dude, thank you so much. I saw people asking this question in my another video. It is impossible to explain just in a few seconds. So I made this video just for that.

  • @Kuroioogama
    @Kuroioogama 11 місяців тому

    So now we know he arrived to the physics realm.... 8:41

  • @c0cknballt0rture10
    @c0cknballt0rture10 Рік тому +3

    im in 9th grade, i have no idea what im looking at and yet it is so interesting

    • @ron与数学
      @ron与数学  Рік тому +3

      Sometimes being unfamiliar with established stuff is a big advantage. You are doing great :)

    • @soaringhigh-v7m
      @soaringhigh-v7m Рік тому

      i am also in 9th grade and i understood till the imaginary numbers popped in 💀

    • @c0cknballt0rture10
      @c0cknballt0rture10 Рік тому

      @@soaringhigh-v7m imaginary numbers are just the square roots of negative numbers. Where i got lost was im the complex calculations

    • @ron与数学
      @ron与数学  Рік тому

      You know not many people understands that a line is actually a "sphere"@@soaringhigh-v7m . You are doing awesome!

    • @soaringhigh-v7m
      @soaringhigh-v7m Рік тому

      @@ron与数学 you might call it sphere but i call it cline

  • @matthewboire6843
    @matthewboire6843 Рік тому +2

    Not sure where he went. Did he end up on -1 D or something?

  • @CozmikouI
    @CozmikouI Рік тому +1

    The real question is how he even ended up there

  • @themeraldsword1630
    @themeraldsword1630 Місяць тому

    I think he went to the physics realm, where dimensions are more relevant.

  • @TheDEchannel
    @TheDEchannel 4 місяці тому

    190th, this is so underrated

  • @themeraldsword1630
    @themeraldsword1630 Місяць тому

    Soo... You're saying he died/disappeared?

  • @Thoth0333
    @Thoth0333 4 місяці тому

    I mean we know now that he probably went to the geometry dimension

  • @СергейБогачев-л1м

    Классно объяснил, спасибо)

    • @ron与数学
      @ron与数学  Рік тому

      Пожалуйста. Оставайтесь с нами, чтобы увидеть еще больше интересного.

  • @sarcastic_fish25
    @sarcastic_fish25 Рік тому +2

    he went to -1 (I practice math to become stupider in a smarter fashion (this is also not a definitive answer))

  • @Thund3rz._XD
    @Thund3rz._XD 4 місяці тому

    He went to Animation vs physic

  • @Sarjanafm
    @Sarjanafm 11 місяців тому +1

    now she in space aventure/pycisc

    • @ron与数学
      @ron与数学  11 місяців тому

      Yep.

    • @Sarjanafm
      @Sarjanafm 11 місяців тому

      ua-cam.com/video/ErMSHiQRnc8/v-deo.html@@ron与数学

  • @AItracer
    @AItracer 3 місяці тому

    im too small brain to understand