Using the Chain Rule to Find a Second Derivative Involving Partials

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Komentáře • 8

  • @thomasjefferson6225
    @thomasjefferson6225 Před 10 měsíci +3

    This is very confusing actually, thank you for this!

  • @Thefakisgoinon
    @Thefakisgoinon Před rokem +3

    Great explanation, thanks!

  • @yukijenkins86
    @yukijenkins86 Před 7 měsíci

    dxdy in both but isnt one of them supposed to be dydx

  • @sloosh2188
    @sloosh2188 Před 8 měsíci

    Would it not be right to plug in the value for t in the constraint functions for x and y? I assume you just didn’t do that to explain the more general case for the chain rule, but either way nice video

    • @larrygreen7328
      @larrygreen7328  Před 8 měsíci

      You cannot plug in the value 2 for t until all derivatives are taken. You can substitute 3t-4 for x and t^2 for y and then take the derivative with respect for t, but that would be more difficult in many cases.

  • @mrblue2052
    @mrblue2052 Před 6 měsíci

    Average university professor be like:

  • @MauriusKritzinger
    @MauriusKritzinger Před rokem +2

    Thanks for reading whats on the screen, I really couldn't have done it without you.

    • @athenique
      @athenique Před rokem +4

      there are people who are sight impaired in the same way that you're learning impaired my guy 😇