Calculus 1 CH 3 Derivatives (6 of 24) Quotient-Product Chain Rule

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This video is part of an eight 8 part lecture series on derivatives. Different algebraic expressions require different techniques in order to discover their derivation. I encourage you to watch the whole series and familiarize yourself with each technique as calculus is the key to understanding pretty much everything about the world!
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Glad you liked it. Thanks for the comment.

MichelvanBiezen
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Cant believe this was 8 years old and still am getting helped by it(Have my finals in a week 😭)

obliteratedcisco
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SIR YOU ARE A BLESSING :))) I DONT KNOW HOW TO THANK YOU MAN, YOU'RE A

matthewmiclat
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I appreciate your response Sir. I was pleasantly surprised!

beverlyfrancis
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Buddy saved me with his 1-4 series videos.

BodmonBullet
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This was a huge help. Very straight forward.

kenboardrow
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I was about to hurl my laptop across the room, THANK YOU!

Pizzabasil
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had exams and this helped me so much, thank you!

rawantrader
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Thanks for this u explained it so well. I was searching for this!😀😆😄😉😃😍

mehrajsaifee
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Tq sir Usefull me for doing my home work to use this idea

chandansinghbhati
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i did not understand here 2:36 can anyone explain

floranieee_
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What’a fuckin g, wish I had this guy as my teacher.

zaydalijaafar
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Beautifully explained, thank you loads. Its a nice recap (:

MrMoeqt
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Thank you for the video, Prof.
I have a question: what if the denominator is the sqrt of x square, for example (3x + 6 - 2)/(sqrt of 5x^2 - 4x - 10)? How to combine the quotient and chain rule in this example?

afihaileywibowo
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Question. For derivative of this, can I rewrite the external function separate and proceed as in your example? [(2x+1)÷(3x-1)]^4
Would appreciate an answer

beverlyfrancis
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Hello sir! why cant you cancel inside the grouped polynomial?

mikebalbes
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what about the remaining (5x^3+2x^2) in the numerator that cant be factored out, can you still cancel it out against the denominator making the denominator (5x^3+2x^2)^2 and the numerator ?

stevew
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so the final answer is ((4x³-3x)²(61x³+6x²))
over (5x³+2x²)³ ?

ymbnltt
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Why don’t you cancelled 5x^3 + 2x^2
In box bracket with that of denomination?
Can we cancel them ? If not they why
Please reply

nareshbambhroliya