§3.6 Optimization - Maximize Area of Rectangle Inscribed in Equilateral Triangle

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  • Опубликовано: 18 ноя 2024

Комментарии • 8

  • @fitzdettmer7699
    @fitzdettmer7699 5 лет назад +2

    Saved me on my homework, my professor forgot to go over this in class and then assigned it for homework. Couldn't wrap my head around it.

  • @madelyn1233
    @madelyn1233 3 года назад

    Thank you so much you just saved me from crying. ily ♡

  • @fcar851
    @fcar851 4 года назад +1

    MANY VIDEOS ON SOLVING THIS PROBLEM ARE ON UTUBE
    AND THEY ARE ALL SO CONFUSING >>>BUT THIS GAL NAILED IT.
    SHE MAKES IT CRYSTAL CLEAR>>> SEE WHAT A DIFFERENCE A GOOD PROF CAN MAKE
    IN MATH !

  • @happycakes1946
    @happycakes1946 5 лет назад +2

    Thanks for this video, this question was actually pretty difficult for me and this helped a lot.

  • @winoddhamnekar8896
    @winoddhamnekar8896 4 года назад

    Very good educating video

  • @erichill7560
    @erichill7560 6 лет назад

    kinda funny hearing you define an equilateral triangle for people taking calculus

  • @ipfv8783
    @ipfv8783 6 лет назад

    When justifying that the critical number is a maximum you state that the second derivative at a/4 is less then 0, why is this? Shouldn't it be A"(x)