Difference Equation || Solution using Z- transform || Part 3 || Dr. Abhishek || RSC

Поділитися
Вставка
  • Опубліковано 22 жов 2024

КОМЕНТАРІ • 46

  • @christsri
    @christsri 4 роки тому +13

    Dr. Abhishek is very knowledgeable and great in teaching. His teaching skills are well known from his PhD days at IITM

  • @ruhulaminrobin1840
    @ruhulaminrobin1840 3 роки тому +4

    Determine the total solution of the following difference equation:
    y(n)= 5y(n)-6y(n-2)+x(n)
    when the forcing function , x(n)= 3^n and initial condition , y(-1)=2 & y(-2)=4.
    Also, draw the difference equation using building blocks. sir answer please

  • @akshatbhatia9364
    @akshatbhatia9364 Рік тому +1

    love u

  • @SayantiMaulik
    @SayantiMaulik Рік тому +2

    i think sir z[n^3]=(z^3+4z^2+z)/(z-1)^4. Plz review the solution once more. Thank You

  • @sohambangar132
    @sohambangar132 10 місяців тому

    Sir at 5.02 min how did z^2-z came ? Plz tell ?

  • @krishchitlangia1394
    @krishchitlangia1394 Рік тому

    how did we evaluated 1/(x-1)power 4 using partial fraction?

  • @yashsagar48
    @yashsagar48 2 роки тому

    How did you take z/(z-2)
    It should be 2/(2-z) ... Z transform of 2^n u(n) ??? In first question.... Please reply

  • @kosuruarunkushwanthjee9744
    @kosuruarunkushwanthjee9744 2 роки тому

    Y n + 2 =2Y n+1 +Y n =2^ n with yo=2,y1=1, how it is solve sir...

  • @lzyzhenye
    @lzyzhenye 2 роки тому +1

    Hi sir, how do this calculate on 5:11
    Y(z)((z+1)(z+3))=z/z-2+z
    Y(z)=z^2-z/(z-2)(z+1)(z+3)
    how the numerator become z^2-z ?

    • @MoneAllen
      @MoneAllen 2 роки тому +2

      take lcm of of LHS and multiple the brackets u will get
      z+z^2-2z
      that is equal to z^2-z now take z as common from the term and it will goes to RHS as Y(z)/z
      i hope it will works for u 😀

  • @sandipansarkar3717
    @sandipansarkar3717 Рік тому

    Thank you ❤️🔥

  • @surajgolthi8480
    @surajgolthi8480 3 роки тому +2

    Sir what if y(0) n y(1) are not given

    • @rudrastudycircle1572
      @rudrastudycircle1572  3 роки тому +1

      This method is applicable for initial value problems. If initial conditions are not given [ y(0) and y(1) ], then we can assume some k1 and k2. And then we get ans in terms of k1 and k2.

    • @rudrastudycircle1572
      @rudrastudycircle1572  3 роки тому +1

      Thank you suraj for watching.
      Keep watching !!!

  • @dailymotiv8411
    @dailymotiv8411 2 роки тому +1

    Very well explained sir thank you

  • @syedsaquibmustafa6075
    @syedsaquibmustafa6075 Рік тому

    your way of teaching is good but plz improve your pronunciation of 'zero 'and 'z'

  • @yashkumarsahu9182
    @yashkumarsahu9182 Рік тому

    question 2 m partial fraction kaise kea hai nahi smjh m aaya

  • @neekedhukuraa795
    @neekedhukuraa795 3 роки тому +1

    Sir I clarified from all the doubts but I don't get thee.. last step... Plss in the first prblm...🙃

  • @ankitbhargava1184
    @ankitbhargava1184 4 роки тому +4

    At 17:05 in the last line how we get 5z²-4z, we should get 5z²-2z

  • @kapilkakar1722
    @kapilkakar1722 4 роки тому

    y(k+2) + 2 y(k+1) + y(k) = k,
    y(0) = y(1) = 0
    Sir I have problem in this question please u help me.

  • @amudhaganesanvenkatapathy9102
    @amudhaganesanvenkatapathy9102 2 роки тому +2

    Great work

  • @andhamrandram
    @andhamrandram Рік тому

    Nice video sir

  • @pushpakumari8789
    @pushpakumari8789 4 роки тому +4

    Great

  • @vaibhavagarwal6320
    @vaibhavagarwal6320 4 роки тому +4

    👌🏻👌🏻

  • @shiaksameer751
    @shiaksameer751 2 роки тому

    Manmadaraja song played well sir

  • @Khushi-cq1df
    @Khushi-cq1df 3 роки тому

    Who heard “Suntaragaali” song? 16:06
    Anyways nice explanations thanks

  • @DheerajKumar-yk3yl
    @DheerajKumar-yk3yl 3 роки тому

    Thanks a lot sir

  • @PramodKumar-wb8ir
    @PramodKumar-wb8ir 4 роки тому +1

    Great sir...

  • @zattiya
    @zattiya 3 роки тому

    Giro d'italia?

  • @DMW.I
    @DMW.I 2 роки тому

    17:32

  • @varunmahadik5072
    @varunmahadik5072 Рік тому +2

    Improve handwriting please.... Its hard to get what you want to teaching....

    • @Ball-Boy005
      @Ball-Boy005 11 місяців тому +1

      Improve spelling please.... It's hard to get what you when you speak bad English

    • @ArunKumar-jg8gx
      @ArunKumar-jg8gx 10 місяців тому

      Lol 😂

    • @ketangaming7987
      @ketangaming7987 5 місяців тому

      Improve your English grammer please.... It's hard to get what you want to say..... 🌚

    • @ketangaming7987
      @ketangaming7987 5 місяців тому

      to teach✅..... (to teaching) cross❌

    • @ritam2795
      @ritam2795 Місяць тому

      ​@@ketangaming7987grammar* improve your spelling homie