Complex Analysis: Integral of x^(n-2)/(x^n+1) using Contour Integration

Поділитися
Вставка
  • Опубліковано 19 гру 2024

КОМЕНТАРІ • 11

  • @elvisp5456
    @elvisp5456 Рік тому

    thank so much for this video. Not only is this a perfect exercise for my exam tomorrow but it has a very interesting result, I would've never expected this

  • @user-wu8yq1rb9t
    @user-wu8yq1rb9t 2 роки тому

    I just got surprised with the result of this integral!
    Great 🤓
    Thank you so much dear *QN³* 💖

  • @ozzyfromspace
    @ozzyfromspace 4 роки тому

    You the man! 😭🙌🏽💯

  • @minhquedinh9000
    @minhquedinh9000 Рік тому

    Why from z^(n-2) we couldn't define z=0 branch cut?

  • @user-wu8yq1rb9t
    @user-wu8yq1rb9t 2 роки тому

    🤓
    👍 *Super like*
    💓

  • @عبداللهصلاح-ش6ل
    @عبداللهصلاح-ش6ل 3 роки тому

    Good Good
    But , note you can distribute The lim on multiple value , that easy '
    Thank you more

  • @ld1ego_733
    @ld1ego_733 3 роки тому

    Please, I suggest you solve the following integral by complex variable: x^(b-1)/(x^a+1)^s [0, infinity).😀😀😀

    • @qncubed3
      @qncubed3  3 роки тому

      Why a b-1 instead of just a b on the exponent?

    • @ld1ego_733
      @ld1ego_733 3 роки тому

      @@qncubed3 I found the integral like this. I think that is the real challenge.😀

    • @ld1ego_733
      @ld1ego_733 3 роки тому

      @@qncubed3 I was thinking and I think this integral is better for your channel. x^(a-1)/(x^(a)+1)^b [0, +infinity)