System of odes with distinct real eigenvalues | Lecture 40 | Differential Equations for Engineers

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  • Опубліковано 14 жов 2024

КОМЕНТАРІ • 39

  • @ProfJeffreyChasnov
    @ProfJeffreyChasnov  4 роки тому +5

    Find other Differential Equations videos in my playlist ua-cam.com/play/PLkZjai-2JcxlvaV9EUgtHj1KV7THMPw1w.html

  • @garrettweil3464
    @garrettweil3464 3 роки тому +19

    THANK YOU SO MUCH! Yours are the only videos I've found which explain this and work through an example in a way I can understand!

  • @KernaaliKehveli
    @KernaaliKehveli 4 роки тому +5

    Thank you for this video, I had not understood how the x_1 and x_2 are formed and this video helped me a lot!

  • @steveg2277
    @steveg2277 3 роки тому +2

    This video absolutely had me scratching my head at first hahah! THANK YOU!!! You saved me!

  • @Keylan36
    @Keylan36 2 роки тому +2

    if only I found this video sooner, you are amazing

  • @arpitjain14
    @arpitjain14 Рік тому

    I am extremely thankful to you sir for this wonderful explanation.

  • @christoskettenis880
    @christoskettenis880 3 місяці тому

    Thank you sir, very useful method

  • @AJ-et3vf
    @AJ-et3vf 2 роки тому

    Thanks so much for these sir! I wish I found these back when taking my differential equations course.

  • @mozess.d7411
    @mozess.d7411 2 місяці тому

    great video, thanks!

  • @MuquitaTheBeast
    @MuquitaTheBeast 2 роки тому

    explained it better in 10 minutes than Dr. Murphy ever did

  • @jona4385
    @jona4385 3 роки тому +1

    Thank you so much! These videos really help

  • @Rossenboy
    @Rossenboy 3 роки тому

    Great video! You are GOLD to me!

  • @jonathangonzalez588
    @jonathangonzalez588 4 роки тому

    Genial la explicación, notación precisa e interfaz magnífica. un 10

  • @sondossmohammad4781
    @sondossmohammad4781 Рік тому

    thank you very much sir

  • @EtherealFlowerette
    @EtherealFlowerette 4 місяці тому

    Thanks

  • @JKhal
    @JKhal 5 років тому +1

    Thanks for the video!

  • @bobnob4393
    @bobnob4393 3 роки тому

    so A-labdaI gives a matric where both x columns are zero?

  • @keinsent
    @keinsent 5 місяців тому

    Legendary

  • @ozzyfromspace
    @ozzyfromspace 3 роки тому

    Really well done!

  • @fahimerointan5376
    @fahimerointan5376 11 місяців тому

    how can we chose that which one can be Landa 1 or Landa 2? this is my problem to solve this part

    • @Waterburgers
      @Waterburgers 11 місяців тому

      Because its just a vector, the scalar doesnt really matter

    • @Waterburgers
      @Waterburgers 11 місяців тому

      I think i dont really know

  • @keinsent
    @keinsent 5 місяців тому

    A lot of things skipped after the "Try...". Anyways I manage to found it , NICE

  • @bobnob4393
    @bobnob4393 3 роки тому

    what if when calculating the eigen vector both x=0

  • @bhanukaliyanagunawardhana5264
    @bhanukaliyanagunawardhana5264 2 роки тому

    thank you sir

  • @iamstokk
    @iamstokk 2 роки тому

    Good stuff.

  • @annismehdi343
    @annismehdi343 2 роки тому

    Wanna ask you sth if possible 😅 , do you know someone called Lehtihet Muhammed El Amine ? He s an algerian engineer

  • @syabongajele6431
    @syabongajele6431 3 роки тому

    thanks alot

  • @frekcho850
    @frekcho850 3 роки тому

    Are you actually writing mirrored?

    • @ProfJeffreyChasnov
      @ProfJeffreyChasnov  3 роки тому +1

      No. The video shows me left handed but I am right handed.

  • @stevenwilson5556
    @stevenwilson5556 3 роки тому

    What are "onsats"? "ahnsats"?

    • @farrukhsaif108
      @farrukhsaif108 2 роки тому

      Ansatz: an assumption about the form of an unknown function which is made in order to facilitate solution of an equation or other problem.

  • @samirelzein1978
    @samirelzein1978 3 роки тому

    Gold

  • @Max-he3dq
    @Max-he3dq 2 роки тому

    does he write backwards?

  • @matthewfinelli1231
    @matthewfinelli1231 Рік тому +2

    Wait is he writing backwards wtf

    • @Apuryo
      @Apuryo 5 місяців тому

      suppose ur writing On a window so people outside can see your writing. they cannot understand because it's all backwards. now hold a mirror at an acute angle from the window and stand with one shoulder on the window facing the mirror, it will be as if the one writing is writing with the non dominant hand but not backwards. aka, u can use a filter to reverse it and many people do this all the time.

  • @tempestakin1736
    @tempestakin1736 Рік тому

    the rock