Investigating de Moivre's Theorem (3 of 3: Proof by mathematical induction)

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  • Опубліковано 7 вер 2024
  • More resources available at www.misterwootube.com

КОМЕНТАРІ • 30

  • @particleonazock2246
    @particleonazock2246 3 роки тому +9

    Most math teachers: Proof by classic intimidation
    Eddie: Proof by mathematical induction in an entertaining way so students don't get bored.

    • @JaceGameplay
      @JaceGameplay 3 роки тому +1

      Proof by Intimidation: "You better learn this shit or you will be here for another semester."

  • @pro-gradetech9155
    @pro-gradetech9155 3 роки тому +2

    Your videos are very informative for British Further Mathematics A levels and International A levels too!

  • @jonasmonsieurs4444
    @jonasmonsieurs4444 3 роки тому +1

    Thank you for this video. I can follow your thought process very easily although English isn’t my first language. Great job please keep doing this for all people interessed in maths.

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    @syuliya802 3 роки тому

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  • @b_23_harsh_shah86
    @b_23_harsh_shah86 3 роки тому

    Plz upload the full video at once ... It is difficult to recall what you told yesterday because I m watching this just for knowledge

  • @jackdeago3639
    @jackdeago3639 3 роки тому

    Hello I've searched alot for the proof of the existence of the fourth dimension mathematical proof of it as a space dimension i don't mean time but I didn't find it. So if you familiar with it can you post it here on UA-cam. Be safe and thank you so much

  • @pro-gradetech9155
    @pro-gradetech9155 3 роки тому

    What app are you using for note taking on your iPad?

  • @dhavamaneeganesh2147
    @dhavamaneeganesh2147 3 роки тому

    Sir, would you explain why mathematical induction work ? Or someone happen to read my comment and know the answer ?

    • @dhavamaneeganesh2147
      @dhavamaneeganesh2147 3 роки тому

      @Wallah Habibi Thank you. The reason for why the pmi works was actually staring right at my face. I used pmi techniques in discrete mathematics to prove certain statements but never really understood why it works. Sometimes, i tend to over think and totally miss the point when things are actually simple. We are basically taking any k for which the proposition hold and we simply extend it by adding +1 to k and actually check whether we see the statement hold or not. The dominos effect is a really good example. Thank you again. Hope that you and your family are in good health and in peace of mind during this pandemic👍.

  • @istiakmamun8119
    @istiakmamun8119 3 роки тому +1

    Good job sir,,I want to contact with you sir🥰🥰🥰