Implicit Differentiation Examples
Implicit Differentiation is an important method for differentiating functions in Calculus 1 where the y term is not by itself. I’ll show you how to apply the implicit differentiation step-by-step on polynomial, exponential (e^x), and trigonometric examples. Try to pause the video and attempt it yourself first and then watch the solution.
By the end of this video, you’ll be able to tackle any implicit differentiation problem on your exams and feel confident with basic calculus techniques.
Timestamps:
0:00 Problem 1 - Simple Chain Rule and Basic Calculus
3:08 Problem 2 - Slightly More Advanced Product Rule
5:30 Problem 3 - Exponential Chain Rule and Basic Trigonometry
This video builds on previous lessons, and so if you are unfamiliar with any, please check them out!
Chain Rule - • Chain Rule Explained (Calculus 1)
First Order Derivatives - • Polynomial Power Rule Derivative Example
Power Rule - • The Power Rule
Product rule and Quotient rule - • The Product and Quotient Rule
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