Chain rule of the second-order partial derivative

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  • Опубліковано 25 жов 2024
  • Step by step explanation of how to take the second order partial derivative of a function of u(xi; eta), where xi = xi(x,y) and eta=(x,y).
    Feedback and corrections are welcomed.

КОМЕНТАРІ • 41

  • @yacine8216
    @yacine8216 21 день тому

    ONE OF THE BEST CALC VIDEOS EVER THANK YOU

  • @Genie0007
    @Genie0007 24 дні тому

    very fast,precise ,detailed and sooooooooo clear

  • @NormanWasHere452
    @NormanWasHere452 2 роки тому +1

    GOAT. My Lecturer didn’t tell me how to do this but expected me to be able to answer these questions.

  • @depanwitamaiti4350
    @depanwitamaiti4350 9 місяців тому +2

    The best and simplest explanation 👌🏼

  • @aqua1918
    @aqua1918 3 місяці тому

    best video ive watched for this topic, so easy to understand

  • @jerryw5777
    @jerryw5777 Рік тому

    This is the best video on youtube for those who needs help with Chain rule of the second-order partial derivative.

  • @RenyxGhoul
    @RenyxGhoul 2 роки тому +1

    The tree diagram is a helpful and simple way of doing more than one iteration of the chain rule. Thank you for that! The final expression is also very neat.

  • @neon-3467
    @neon-3467 2 роки тому +3

    best out there. Also your handwriting is amazing I never seen someone willing use those variables and write them as well as you did

  • @giuseppecammarata7528
    @giuseppecammarata7528 Рік тому

    Thanks so much indeed, I had been striving to find this explanation anywhere, to no avail until now!

  • @Lusana32
    @Lusana32 Рік тому

    You are the absolute best. So much better at clarity compared to the rest.

  • @BariScienceLab
    @BariScienceLab 2 роки тому

    You SAVED my life. Thank you.

  • @64_bit80
    @64_bit80 2 роки тому

    way clearer than the textbook we had. godsend

  • @brightfuture7017
    @brightfuture7017 2 роки тому

    Thank you so much after 2 days of continuously searching this topic. I didn't get the way other were teaching. Really love the way you are teaching . Thank You so much. Now i got the complex Chain rule for partial derivatives

  • @eswyatt
    @eswyatt 2 роки тому +2

    Thank you so much. I was banging my head against the wall trying to figure out the polar form of LaPlace's equation. The problem was I forgot how to do partial derivatives that require both product and chain rules!

  • @SalwaMohammad-g1l
    @SalwaMohammad-g1l 17 днів тому

    THIS VIDEO IS AMAZING TYSM!!! - SVM

  • @saish4613
    @saish4613 11 місяців тому

    Thanks man this helped me a lot , as there is no other video available on this concept on UA-cam,who can teach like this ❤❤

  • @jyhina
    @jyhina 3 роки тому +1

    Best one so far!

  • @익형이-z3c
    @익형이-z3c 3 роки тому +1

    Perfect and great analysis !!! Thank you.

  • @s_bnr5970
    @s_bnr5970 Рік тому

    Your explanation is great,Thank you !

  • @Abhishek._bombay
    @Abhishek._bombay 2 місяці тому +1

    Thank you so much sir lots of love from India 🤍🙌

  • @AmitKumar-uw4uu
    @AmitKumar-uw4uu 3 роки тому +2

    Nice Explanation!!

  • @birdiebirdbirdbird
    @birdiebirdbirdbird 2 роки тому

    thank you this is really helpful, simple and clear!

  • @above3al
    @above3al 3 роки тому +1

    very very well explained!! Thanks a lot

  • @bhavnasetty3167
    @bhavnasetty3167 3 роки тому

    Such a good explanation, thank you so much!!

  • @babaramaeve6617
    @babaramaeve6617 3 роки тому +1

    Great explanation!! Thank you so much

    • @joshuaaa3337
      @joshuaaa3337 2 роки тому +2

      Yeah. I agree he explained well.

  • @iyrg
    @iyrg 2 роки тому +2

    thank you, you are amazing.

  • @renwick3011
    @renwick3011 Рік тому

    love your work!

  • @EldhoseMRaju
    @EldhoseMRaju 2 роки тому

    Thank you so much sir!!! Salute!!

  • @swayamkuckreja
    @swayamkuckreja Рік тому +1

    Amazing, well explained, Ty

  • @chamnil8666
    @chamnil8666 2 роки тому

    thank you so much,very helpful video.

  • @Thefakisgoinon
    @Thefakisgoinon Рік тому

    Excellent, thank you.

  • @gauravnaik3262
    @gauravnaik3262 3 роки тому +1

    Thanks a lot sir

  • @howtodo5062
    @howtodo5062 3 роки тому +1

    thank you so much!!

  • @rFactorF1Team
    @rFactorF1Team 2 роки тому

    thanks you sir you save me

  • @aaronpuente5865
    @aaronpuente5865 2 роки тому

    Thank you!

  • @raghadabass8233
    @raghadabass8233 Рік тому

    Thank you🥲💕💕💕

  • @a.nelprober4971
    @a.nelprober4971 2 роки тому +1

    Beautiful but a ball ache and a half

  • @b.e.mechanicalengineering2
    @b.e.mechanicalengineering2 2 роки тому

    4:34