❖ More Chain Rule Examples ❖

📚 Understanding the Chain Rule: A Basic Example 🧮

In this video, we explore the Chain Rule, one of the fundamental techniques in calculus for finding derivatives of composite functions. This tutorial is designed for beginners and provides a clear, step-by-step approach to using the Chain Rule in a simple example.

🚀 What you’ll learn:

The definition and purpose of the Chain Rule in calculus.
How to identify composite functions and when to apply the Chain Rule.
A detailed walkthrough of a basic example, highlighting each step in the differentiation process.
Tips for simplifying your derivative and understanding the relationship between the functions involved.
Whether you’re new to calculus or brushing up on your skills, this video will help you gain confidence in using the Chain Rule effectively.

Be sure to check out my other videos for additional insights into calculus concepts, including implicit differentiation, product rule, and more!

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Watch now to master the basics of the Chain Rule and enhance your calculus skills!

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#ChainRule #Calculus #Derivatives #MathTutorial #LearningMath #BasicCalculus #EducationalContent #STEM #Mathematics #CalculusExamples #MathSkills #APCalculus #DerivativeTechniques

[MRRED-bkhb]

Thank god someone had common sense and made it as simple as possible instead of overcomplicating things

[AlexisSmithFilms]

So this is what my professor has been trying to teach us in the last two lectures? Wow all explained in a 2 minute video. Seriously hate when professors decide to add bullshit into the topic. 

[ddahstan]

Really give awesome examples that a lot of us tend to get stuck on. You've always been great making things easy to grasp! Thank You!

[sayandippal]

You explained very well that also in 2 minutes. Thank you.... 😊😊😊

[shay]

I remember i watched this video a year back and i needed it now..again

It took me like 20 mins but it was worth every second....

[ItsJustTyree__]

Oh it took me awhile to understand now but I finally get it

[itskelvinn]

the way his index fingers bends backwards, like its concave... *shudders*

[TheRedWon]

Because he's already taken the derivative of ( x^3 + 2x ) to get that ( 3x^2+2 ). He has the first derivative of the original problem.

[tisamr]

How do you know to not take the derivative of 3x^2+2?

[EddyFlexy]

aren't you suppose to keep the x in 600 (3x^2+2 "x") ??

[FadezGG]

PLEASE HELP - this is going to sound dumb, but the biggest part im lost at his how people find the derivative of things like 2x or x^3 so quick. Like did I miss something when learning about it?? How can you just look at something and know the derivative so fast??

[jebre]

how do you determine if a function is inside or outside?

[rocaj]

why didn't we just take the derivative of 6 and leave whatever is in the brackets alone?

[kainzed]

ok the sequence of videos are not correct Mr Patrick. because there are first problems and then explanations. it was a little stressful at first