Learn Implicit Differentiation Under 3.9667 Minutes!

Implicit differentiation is used to find the derivatives when we cannot write a function ‘y’ in terms of ‘x’ directly. Normally, we’re dealing with functions that can be separated in terms of x easily. In implicit differentiation, we differentiate it with respect to x, on every single term in the equation. After all, we rearrange the equation to solve for (dy/dx).

0:00 When to use Implicit Differentiation
0:40 Why multiply by (dy/dx)
1:21 Example 1
2:52 Example 2

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This video is great it was explained so well tysm

[jupa]

Very nice, I've learned something new! Thank You!

[aziqasri]

Thanks for making me understand more about this topic. I would like to ask does chain rule applied to all implicit equations? And if not, in what situation we can use it?