Optimisation [IB Maths AI SL/HL]

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  • Опубликовано: 7 ноя 2024

Комментарии • 22

  • @kosogluefe
    @kosogluefe 3 года назад +18

    This channel deserves much more. I’ve been doing the IB for a year now, and you’ve been a great mentor for me. Tons of love from Turkey❤️

    • @OSC1990
      @OSC1990  3 года назад +1

      Great to hear! Cheers, Mitch (writing from Denmark)

  • @selmasnelder256
    @selmasnelder256 3 года назад +11

    Hi Mitch, I have my exam tomorrow and your videos have been so helpful! I am so glad I found your videos, you make maths very fun (love your memes:-). I have already told my younger sister who is also doing the IB that she has to watch you videos. Wish you all the best!

    • @OSC1990
      @OSC1990  3 года назад +2

      Thanks, Selma And good luck this morning on Paper 2! :) Cheers, Mitch

  • @naomipandey3048
    @naomipandey3048 Год назад +5

    thank you so much! you're like the bob ross of ib maths!!

    • @OSC1990
      @OSC1990  Год назад

      Hah, that's the nicest compliment. Thank you! Love Bob Ross so my day is made :)

  • @ayshaminhas428
    @ayshaminhas428 10 месяцев назад +1

    hi Mitch, this is a really helpful video. I’m thinking of doing a math ia idea about optimising light. Is that mathematically possible? AHAHAHHJ I’m not sure how to calculate light or where to begin

    • @OSC1990
      @OSC1990  10 месяцев назад +1

      Thank you so much for the positive comment. As for your optimising light, you would need to be manipulating something specific about light itself and modelling it with an equation in order to optimise it. You can see the videos for Physics Topic 4 and Topic 9 to learn about light

  • @KRAYZ31619
    @KRAYZ31619 Год назад +1

    wait so is the maximum value 1/2 or 0.5 ?

    • @OSC1990
      @OSC1990  Год назад +1

      Both would be acceptable on an exam :)

    • @KRAYZ31619
      @KRAYZ31619 Год назад

      @@OSC1990 ah cool. Thank you!

  • @tomatopotatu8137
    @tomatopotatu8137 2 года назад +1

    This is so helpful!!!! Thank you soo soo soo soo much

    • @OSC1990
      @OSC1990  2 года назад +2

      You're so welcome! Cheers, Mitch

  • @reneed6396
    @reneed6396 2 года назад +1

    hey, why would we graph V and not V'? thank you :)

    • @OSC1990
      @OSC1990  2 года назад +1

      Depends what you're looking for. If you want to see where the max or min of a function itself is, then graphing V will show you that clearly (look for the local max or min). You COULD graph V', but then you need to be careful. The maximum or minimum will happen when V' is zero. So in a graph of V', you'd need to look for the ZEROS (ie where it crosses the x-axis)

    • @reneed6396
      @reneed6396 2 года назад

      @@OSC1990 ohhhhhhh, ok, makes sense. thank you so much!!!

  • @anupamsai2726
    @anupamsai2726 3 года назад +1

    Nice

  • @anonmela
    @anonmela Год назад

    the goat

    • @OSC1990
      @OSC1990  Год назад

      You are too kind :)

  • @tiktokwonders5242
    @tiktokwonders5242 3 года назад +2

    Noice