Differentiating functions to a power using the chain rule : ExamSolutions

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  • Опубліковано 24 гру 2024

КОМЕНТАРІ • 41

  • @sultaniqbal4646
    @sultaniqbal4646 9 років тому +49

    Hi, Im a PPE student at the university of Nottingham and having not done A level Maths, I was really baffled by all the Maths in Quantitative Economics. I have never commented on a UA-cam video before but I would like to take this opportunity to thank you from the bottom of my heart for all the work you have put it for not only helping A level students but also us university dummies :P. You are a great man. You make the hardest things really really simple. Please keep up the great work! We need more teachers like you. I have started to take interest in Maths after such a long time. You are the best.
    Gratitude
    Sultan F. Iqbal

    • @ExamSolutions_Maths
      @ExamSolutions_Maths  9 років тому +13

      +Sultan Iqbal Thank you for your comments. May you go from strength to strength now. Take care.

    • @TheKareem28
      @TheKareem28 6 років тому

      wallah wa7sh!

  • @pandahao1
    @pandahao1 12 років тому +4

    its just amazing that i pay so much money for college and i dont get shit from it while 7 minute tutorial taught me everything i need to know in that 2 hour classroom. Thanks

  • @funlandvidoes799
    @funlandvidoes799 10 років тому +16

    You make one of the hardest things in the world seem easy, awesome teacher!!

  • @jamespickett91
    @jamespickett91 4 роки тому +1

    You’re a legend

  • @ExamSolutions_Maths
    @ExamSolutions_Maths  12 років тому

    Thank you.

  • @DA-nj8qc
    @DA-nj8qc 8 років тому +1

    Thank you for all the hard work you put in for these videos. I missed a lot of math classes due to some genuine reasons but had noone at school to help. Bless you and your site, as it is saving my life.

  • @Humphreyo
    @Humphreyo 11 років тому

    I love this.. nice nice.. thanks a lot..

  • @rlin656
    @rlin656 12 років тому

    thank you for this, very helpful for remembering past knowledge!

  • @ExamSolutions_Maths
    @ExamSolutions_Maths  11 років тому

    Yes dy/dx = 1 / [dx/dy] I can't really say much more but learn this method.

  • @gerald6956
    @gerald6956 9 років тому +2

    am really starting to like maths, but that doesn't mean that i have stopped hating on whoever invented it. you are an awesome teacher

  • @ExamSolutions_Maths
    @ExamSolutions_Maths  11 років тому

    Cheers

  • @ExamSolutions_Maths
    @ExamSolutions_Maths  12 років тому

    I wanted the simplified term.

  • @al-anoud-123
    @al-anoud-123 9 років тому

    This is really good ... the way I do it is differentiate the inside bit first then the outside and it gives the same answer ^^
    Thank u

  • @the-boring-car-guy
    @the-boring-car-guy 5 років тому +1

    I already had a good understanding of the chain rule but this helps. Thanks!

  • @rjyapathak6560
    @rjyapathak6560 6 років тому

    Best explaination ever loved it

  • @ahmedswagb24
    @ahmedswagb24 11 років тому

    I recall from one of your C2 videos that when doing something like dt/dx you do dx/dt then do the inverse im not 100% sure
    If you understand what I mean will you please shed some light to it please

  • @dineshn
    @dineshn 12 років тому

    How come you didn't expand answer to the fiest question? Can I leave my answers like that?

  • @christiandavies7910
    @christiandavies7910 9 років тому

    Hi could you help me out please, having some trouble with a question.
    y=(x^2+19x-4)^1/2
    finding it difficult to clean it up towards the end.

    • @ExamSolutions_Maths
      @ExamSolutions_Maths  9 років тому +2

      Christian Davies Try posting on here facebook.com/groups/mathsrevision.examsolutions/ for an answer

    • @christiandavies7910
      @christiandavies7910 9 років тому

      Thank you

    • @mahmoudm451
      @mahmoudm451 8 років тому

      +Christian Davies I solved it and I'm almost 80% sure of my answer, I took it as y=1(x^2+19x-4)^1/2 and I considered that (x^2+19x-4) as t and solved it normally using the chain rule, that is.. dy/dx= [1/2(x^2+19x-4)^-1/2]* (2x+19) so you get the answer as dy/dx=[(2x+19)/2]*(x^2+19x-4).

  • @johndavid1773
    @johndavid1773 5 років тому +10

    still searching youtube for maths help? are the videos from 2006 really helping?

  • @asdsa7434
    @asdsa7434 11 років тому

    Can't we use the product rule?

  • @thelion7759
    @thelion7759 7 років тому

    Wow Damn !!!!!!! I can finally understand the chain rule using your chain rule method. It has real helped me understand this concept, as calculus is very important in university and understanding the basics are very important before you build. thanks for saving my life as my exam is in 3 days time and I'm much more confident

  • @AhmedSaeedPK
    @AhmedSaeedPK 5 років тому

    Thnx yaar

  • @georgeasantesiaw
    @georgeasantesiaw 7 років тому

    I love this. thank you so much

  • @dineshn
    @dineshn 12 років тому

    yh where is it

  • @sanelisiwemhlongo5400
    @sanelisiwemhlongo5400 10 років тому

    Big thumbs up...you are really great :)

  • @wiktorzalewski223
    @wiktorzalewski223 5 років тому

    Thank you very much, very helpful :)

  • @rudograce1884
    @rudograce1884 4 роки тому

    Thank you
    Thank you

  • @dreamer6x
    @dreamer6x 12 років тому

    thanks!!!

  • @gordonng1237
    @gordonng1237 11 років тому

    Thanks dude!! You help me alot :) 100000000 Likes and Subscribe for you!!