Chain Rule Method of Differentiation | Derivatives

Learn how to get the derivative of a function using the chain rule method of differentiation.
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[@mountfuji2269]

Beautiful video, I am in second year of Mechanical engineering and I've been struggling with fully understanding how the chain rule worked since high school (although i knew how to get answers just be differentiating the outside x the differentiating the inside). But this video helped me fully understand why and how that worked, since I never substituted u independently before this video. Thanks again.

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sir thank you so much for this I absolutely understand the rule because of you, unlike my professor, you explained what chain rule is and what it's for and I believe that's how i get to understand this rule so much easier, thank you so much!!!❤

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Happy to hear, thank you. 👍

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The time is 6:10am and I'm having an exam by 10 tomorrow God bless you brother 🙌♥️

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Thank you. Expect greater contents.

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Thank you. What is cursive?

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@@jonahemmanuelofficial it’s the way you are writing your words. I’m assuming you were taught to write this way, but maybe it’s not referred to as cursive to you. In the US when you are taught to write in two ways… you either write in print or cursive.

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A curve C has the equation y=4x²Ln (3x-1).show thar the value of d²y/dx² at the point where x=1 is 15 +8Ln2.

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[@adebayooluwaferanmiabati7542]

Thank you for this amazing job you're doing. I really can't thank you enough. A quick question sir, while you were using this method, did we automatically forget the square on the (6+×) ^2? So does that mean it's the same way we'll treat all other likely questions?

[@jonahemmanuelofficial]

Nope, the square would be used

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Awesome... Where are you watching from???

[@yamatanoorochi3149]

technically y=x² can still have the chain rule applied to it it's just that u here is x², and so is u¹, so deriving it would be 1×u⁰=1, leaving us with just 1× du/dx which is 2x

[@jonahemmanuelofficial]

Ok

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Sir please you more examples on it of them or u make full of differentiation and integration ❤

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Thank you sir but how come you didn’t expand your final answer

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It's not compulsory you expand it. You can still stop there

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@alimurtaza9950 it's a foreign board

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Thank you for the video, but how is it possible that the duster you are using sticks to the board?😅

[@jonahemmanuelofficial]

Foreign made board...yea?