lipschitz condition|| ordinary differential equations || problem 1||f(x,y)=xsiny+ycosx

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  • Опубликовано: 12 сен 2022
  • #lipschitzcondition #mscmathematics #engineeringmathematics #csirmathematicalscience #gateexampreparation

Комментарии • 18

  • @user-lh1on5bw7u
    @user-lh1on5bw7u 9 месяцев назад

    Gud teacher, love you

  • @Uhdusv5527
    @Uhdusv5527 Год назад +2

    This helped me so much thank you I’m now ready for my quiz🙌🙌🙌

  • @o1techacademy
    @o1techacademy Месяц назад +1

    Thank you

  • @srp3151
    @srp3151 Год назад +1

    Thank you Hameeda. Very good and thorough explanation.

  • @jennemohanakrishna4231
    @jennemohanakrishna4231 Год назад +1

    superb explaination. helps a lot

  • @billufamilyvolgs9466
    @billufamilyvolgs9466 Год назад +1

    Thanks for sharing 😊

  • @mujtabaahmadi7960
    @mujtabaahmadi7960 Год назад +1

    Helpful

  • @hajiramehek122
    @hajiramehek122 Год назад +1

    Assalamualikum
    Show that the equation
    f(x, y) = x ^2cos^2 y + ysin^2 x, on
    S : mod x ≤1, mod y < ∞
    satisfy Lipschitz conditions.
    Can u explain this

  • @umarbashir7196
    @umarbashir7196 11 месяцев назад +1

    Thank you Hameeda for the explanation. It's very explicit

  • @purplegalaxy5265
    @purplegalaxy5265 Год назад

    Assalaamualaikum Maam!
    Thank you for your videos esp on graph theory!
    As a student, I would like to offer a little suggestion to you!
    Please use a touchscreen laptop and stylus so you can easily teach by screen recording. You wont have to fix a camera above the book/paper and there wont be any issues in lighting as well. There are many many useful features that can make teaching easy for you
    *_If you have any relatives or any friends in the united states, ask them to buy a touchscreen laptop with stylus for you. There is a huge sale in November last week in USA._*