Calculating Z transform of given discrete signals.

Поделиться
HTML-код
  • Опубликовано: 12 сен 2024

Комментарии • 15

  • @peemfan
    @peemfan Год назад +24

    I love Indian RUclipsrs who teach stuffs like this on this platform. You guys are helping students all around the world a lot. 👍👍👍👍

    • @VBDclasses
      @VBDclasses  Год назад +5

      Thank you so much Dear Peem. God bless you. All the best.

    • @envero.
      @envero. 7 месяцев назад

      Where r you from

  • @amankr3375
    @amankr3375 9 месяцев назад +1

    Thank you @Engg-Course-Made-Easy

  • @pradeepnarayan4574
    @pradeepnarayan4574 Год назад +1

    Sir tq do more vedios like this

  • @DarkWorld2134
    @DarkWorld2134 9 месяцев назад +2

    in 2nd numerical you forget to change power of the 2z at second last step. you simply takes power n common.

  • @selinavc-
    @selinavc- 8 месяцев назад

    sin(bk)=zsin(b)/z^2-2zcos(b) +1 this is the z transgform of sin in internet ,why did we use z^-1 every time in 3.question ı mean why negative?

  • @gulamashrafshaikh445
    @gulamashrafshaikh445 8 месяцев назад +1

    RoC????

  • @hazan041
    @hazan041 4 месяца назад

    Sir are you sure about the first one? Isn’t 2z^-1

  • @sayedsalimantorabi4454
    @sayedsalimantorabi4454 4 месяца назад +1

    try to teach step by step Sir and don't go up to the answers just write each step of the solution of problems 😊

  • @Thegreatupscexam
    @Thegreatupscexam 2 года назад +1

    Model paper 1 and model paper 2 , 4th sem , electronics and communication all subjects solution madikodi sir , tumbha help agutte

    • @VBDclasses
      @VBDclasses  2 года назад +1

      ok Tomorrow you will get. say hi to this email dalal.virupaxi@gmail.com

    • @darshanb7013
      @darshanb7013 3 месяца назад

      Oh nivu kannadavraa

  • @dhanbad6785
    @dhanbad6785 4 месяца назад

    Please explain the steps briefly ... You only go to next steps and not explain where it is come from .....

  • @mr.empireop8800
    @mr.empireop8800 Год назад

    💌💌💌💌💌💌💌💌💌💌💌💌💌