Crazy Looking Integral with Gamma Function

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  • Опубликовано: 28 ноя 2024
  • In this video, I am evaluating a very interesting integral with gamma function using three advanced integrating skills. A very wonderful gamma function integral you can try evaluating with me.
    #math #maths
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Комментарии • 20

  • @Min-cv7nt
    @Min-cv7nt Месяц назад +1

    The best integral video I've watched

  • @ashishraje5712
    @ashishraje5712 Месяц назад +3

    Very very nice

    • @drpkmath12345
      @drpkmath12345  Месяц назад

      Thanks a lot my friend for your support haha👍👍👍

  • @xinpingdonohoe3978
    @xinpingdonohoe3978 Месяц назад +4

    If you want something interesting, the end result can be represented as 2ζ(0)-ζ'(0).

    • @Min-cv7nt
      @Min-cv7nt Месяц назад +2

      I was about to say that

    • @drpkmath12345
      @drpkmath12345  Месяц назад +2

      Thats right my friend haha👍👍👍

  • @mathnerd5647
    @mathnerd5647 Месяц назад +1

    This is a fantastic video

  • @iqtrainer
    @iqtrainer Месяц назад +1

    Omg this one is so high level and you are so professional🎉

  • @Mediterranean81
    @Mediterranean81 Месяц назад +1

    I used the Feynman technique

  • @domedebali632
    @domedebali632 Месяц назад +1

    I really enjoy watching you tackling a very challenging integral like this professor

    • @drpkmath12345
      @drpkmath12345  Месяц назад

      Thanks a lot my friend for your support👍👍👍

  • @MrGLA-zs8xt
    @MrGLA-zs8xt Месяц назад +2

    Too difficult for me but too much fun watching the video prof.

    • @drpkmath12345
      @drpkmath12345  Месяц назад

      Thanks a lot my friend haha👍👍👍

  • @LITHICKROSHANMS-gw2lx
    @LITHICKROSHANMS-gw2lx Месяц назад +1

    My answer is
    =log((1)/((Γ(x))⁽ˣ⁾))+(Ψ⁽⁻²⁾(x))+log((Γ(x))⁽ˣ⁾)+C
    =(Ψ⁽⁻²⁾(x))
    You are answer is nice sir

    • @drpkmath12345
      @drpkmath12345  Месяц назад +2

      Nice to share this my friend👍👍👍