The Fundamental Theorem of Calculus (Evaluation Theorem)

Поделиться
HTML-код
  • Опубликовано: 15 дек 2024

Комментарии • 16

  • @code_explorations
    @code_explorations 2 года назад

    My goodness, how amazing.

    • @chrisodden
      @chrisodden  2 года назад

      Thanks - I hope it was helpful.

  • @myselfdachu6527
    @myselfdachu6527 3 года назад +1

    Iam so so so thankful to you..❤❤❤❤

  • @darrenr3712
    @darrenr3712 2 года назад

    Great Video: I was looking for a more rigorous exploration of this idea and this is perfect.

  • @cosquncafar
    @cosquncafar Год назад

    Awesome explanation, thanksss for sharing. Could you tell the tool which u use to prepare the graphical representations?

  • @yasathmadesilva2971
    @yasathmadesilva2971 3 года назад

    Very clear explanation
    Thank you very much

  • @cybnyf4337
    @cybnyf4337 4 года назад

    it makes so much sense

  • @ezrasteinberg2016
    @ezrasteinberg2016 8 лет назад +4

    Beautiful explanation, Chris. Very clear. Love the use of the Intermediate Value Theorem. Nicely done, young man! :-)

  • @bobtivnan
    @bobtivnan 4 года назад

    The MVT approach with telescoping sums is such an eloquent proof of FTC. Your explanation is wonderful. Thank you.

  • @wise1330
    @wise1330 7 лет назад +2

    The use of intermediate theorem to prove it is brilliant. Love it and thank you.

  • @tasninnewaz6790
    @tasninnewaz6790 2 года назад

    ok, subscribed.

  • @astroid9087
    @astroid9087 4 года назад

    Great vid. Much 🙏😍

  • @asmsaWaltLevisee
    @asmsaWaltLevisee 7 лет назад +1

    Nice Job. I really enjoyed your video

  • @Beatclef
    @Beatclef 7 лет назад +2

    Dude! You don't even touch on the most prolific part of this proof's
    realization. When I took Calculus 1, my professor made a point to make
    sure the entire class understood the simplistic beauty of zero. A
    studious, time lost mathematical Mozart realized the manipulative power
    of an algebraic zero and forever simplified the beautiful complexity of
    calculus. Throughout my grade school experience and I'm sure others can vouch, math was perceived as a series of bullshit and occasionally useful numerical rules with a literal continuum of which both pencil and paper should surely go fuck themselves. Somehow, during intermediate calculus, I was able to connect my natural creativity with mathematical bliss and within this requiem, I saw the stringent melt to infinite.

    • @bobtivnan
      @bobtivnan 4 года назад +1

      Vulgar, yet poetic. I appreciate your critique of traditional math education. May we learn how to reach the nontraditional learners.