Animation vs. Math [REACTION!]

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  • Опубликовано: 28 июн 2023
  • Welcome to my channel, where I unlock the hidden potential of mathematics in the world of business! In this captivating video, I react to Alan Becker's awe-inspiring creation, "Animation vs Math." Get ready to witness the collision of creativity and logic and discover how math can revolutionize your business strategy.
    Join me as I explore the mesmerizing battle between animation and mathematics, expertly crafted by Alan Becker. In "Animation vs Math," he showcases the incredible synergy between artistry and logical thinking, leaving us in awe of its profound impact.
    Through my reaction, I'll delve into the captivating storyline, ingenious animation techniques, and brilliant symbolism. Discover the clever ways in which mathematics intertwines with animation, empowering your business with newfound perspectives.
    Whether you're an entrepreneur, a business enthusiast, or simply intrigued by the intersection of math and success, this video is a must-watch. Join me on this mind-expanding journey as we uncover the invaluable role math plays in shaping successful business strategies.
    Don't miss out on my passionate discussions and insights as I dissect the genius behind "Animation vs Math" by Alan Becker. Sit back, relax, and immerse yourself in the limitless possibilities math offers to elevate your business.
    If you enjoy my reaction video, don't forget to like, comment, and subscribe to my channel for more math-infused insights to enhance your business. Share this video with fellow entrepreneurs and business-minded individuals who can benefit from unleashing the power of math in their ventures.
    Together, let's unlock the secrets of mathematics and transform your business into a thriving success story. Hit that play button and embark on a journey where math meets business in Alan Becker's "Animation vs Math."

Комментарии • 18

  • @julianemery718
    @julianemery718 Год назад +14

    I love that when you plug infinity into the equation it all cancels out to -1 again.
    -1 is everywhere and can be found everywhere.
    Math is so damn cool!

  • @natecas0865
    @natecas0865 11 месяцев назад +26

    One of the things that blew my mind when learning math is the concept of "levels of infinity". There are infinities that are larger than others. They showed this during the "mech" fight scene.
    When orange tried hitting the mech with the infinity tangent gun, the mech used an integral from 0 - infinity to stop it, so orange needed something stronger to defeat him.
    When orange created the sin and cosine waves, that created a multi-dimensional infinity, so a single integral cannot integrate that.
    The amount of detail that goes into this is insane, and it is beautifully animated.

  • @sayansaha155
    @sayansaha155 11 месяцев назад +17

    Ok. Heres were you misunderstood. The orange dude (eho is called The Second Coming or TSC) wants to exit the math dimension. He needs to help of Euler's number to access the imaginary dimension and find his way back to his own dimension. That's why he put the X between e and iπ, as in *eXiπ.*

    • @nathan_mcleod
      @nathan_mcleod  11 месяцев назад +6

      Thanks for the explanation!

    • @sayansaha155
      @sayansaha155 11 месяцев назад +1

      @@nathan_mcleod no problem. You could see when TSC first added the ones to get a 10, he tried putting his hand through the 0. That was him trying to find the portal back.

  • @davethesid8960
    @davethesid8960 Год назад +10

    Did you notice the integral sign as the weapon of the big guy?
    Btw, at the end that's aleph (first Hebrew letter) and it represents the smallest infinity.

    • @nathan_mcleod
      @nathan_mcleod  Год назад +6

      I actually did not notice the integral on my first time watching. I see it now of course. And good to know. Aleph!

  • @nathan_mcleod
    @nathan_mcleod  Год назад

    Check out the Short video about how CRAZY numbers are! ruclips.net/user/shortshIx_lIELiws

  • @NimbusCloud_
    @NimbusCloud_ Год назад +4

    The thumbnail looks great

  • @tindansandow8823
    @tindansandow8823 11 месяцев назад +3

    The e is Eulers number which is 2.71

    • @nathan_mcleod
      @nathan_mcleod  11 месяцев назад

      I remembered that later on in the day lol

  • @cliptracer8980
    @cliptracer8980 6 месяцев назад

    Gg

  • @TheRealLF2
    @TheRealLF2 Год назад

    fourth

  • @timurtarih
    @timurtarih Год назад +2

    First Commant

  • @tindansandow8823
    @tindansandow8823 11 месяцев назад +1

    I hate math