Find the Volume of Spheres using Integral Calculus

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  • Опубликовано: 28 ноя 2024

Комментарии • 27

  • @ptyptypty3
    @ptyptypty3 2 года назад +4

    Hi Quoc.. your videos are PERFECT... I keep saying that in other videos that you have made. You keep it simple and SO CLEAR!! You are a Genius in your ability to present Calculus videos. You're going to go places with your Intuition and Talent for Teaching. Thank you!

    • @QuocDatPhung
      @QuocDatPhung  2 года назад +1

      That's very kind of you! I just posted two more videos on work problems! Are there any kinds of topics you think I should do next?

  • @KHOTSOHAPPINESSMOLETSANE
    @KHOTSOHAPPINESSMOLETSANE 6 месяцев назад +2

    Best teacher on this topic.

    • @QuocDatPhung
      @QuocDatPhung  6 месяцев назад +1

      Haha thank you! I'll show you how to find the volume of other shapes like the cone. You'll likely get that question on the exam ~ here's the link to all of my Calculus II videos: ruclips.net/p/PLeTO6OT3-FKmuCeO97iKt_Aibx-a938JA

  • @Dragon-hk2wu
    @Dragon-hk2wu 3 года назад +8

    Very well explained.

  • @hieple8415
    @hieple8415 3 года назад +9

    Thanks a bunch!

  • @purifynature8479
    @purifynature8479 3 года назад +7

    Excellent.

  • @doanphung9948
    @doanphung9948 3 года назад +6

    Ty!

  • @sigmamastermind.
    @sigmamastermind. 5 месяцев назад +1

    Thank you sir 🙏 love from india ❤

    • @QuocDatPhung
      @QuocDatPhung  5 месяцев назад +1

      You're welcome Sigma! Please don't forget to share with your classmates and kindly subscribe ~ you can find all of my Calculus II videos in this link: ruclips.net/p/PLeTO6OT3-FKmuCeO97iKt_Aibx-a938JA

  • @TheTigerBin
    @TheTigerBin 3 года назад +2

    Keep up the good work!

  • @physicslover3982
    @physicslover3982 Год назад +1

    Bro you are definitely a very great mind

    • @QuocDatPhung
      @QuocDatPhung  Год назад +1

      Thank you, I appreciate that! Please find the rest of my Calculus 2 videos in this playlist: ruclips.net/p/PLeTO6OT3-FKmuCeO97iKt_Aibx-a938JA

  • @AtoZPowerwashing
    @AtoZPowerwashing 9 месяцев назад +1

    Hey Quoc, how come at 3:30 the integration of r^2 isn't r^3/3 based on integration rules

    • @QuocDatPhung
      @QuocDatPhung  9 месяцев назад +1

      That's because r is a constant and x is a variable :) In the integral, notice it's dx at the end right? So the integration rules are only for x. I can rename r to something else like c and you know that c is a constant so you can't apply the integration rule. Let me know if that makes sense!

  • @Martin-hi7wx
    @Martin-hi7wx 4 месяца назад

    Great. So no need for using axes x, y and z.?

  • @qualquan
    @qualquan 2 года назад +1

    why not just calculate for a hemisphere and double it?
    prevents dealing with negative quantities

    • @QuocDatPhung
      @QuocDatPhung  2 года назад +1

      You could do it if you'd like, but I do not recommend it as it will not work with other shapes that are not symmetrical. On exams it's best to use the general approaches, and negative numbers aren't that bad to deal with. Let me know if it makes sense.

    • @cnmaths24
      @cnmaths24 Год назад +1

      ​@@QuocDatPhung well said

  • @AjCohn
    @AjCohn Год назад +2

    legendary

    • @QuocDatPhung
      @QuocDatPhung  Год назад +1

      Thank you so much AC716! You can find the rest of my Calculus videos in this playlist below (and don't forget to subscribe and share with classmates too!) ruclips.net/p/PLeTO6OT3-FKmuCeO97iKt_Aibx-a938JA