Another example of IMPLICIT DIFFERENTIATION (Worked Example)

When the variables in a function cannot be easily seperated, it is handy to differentiate inplicitly.

[@SpiroGirah]

Okay, that equation was a crazy one to differentiate.

[@PrimeNewtons]

You bet

[@Willing.to.have.babies]

I love it! Don't you just love having to write the same terms a hundred times, haha. I heard you sigh and laugh at 5:51. I relate!

[@ayotundeajamu2720]

Thanks for the video

[@PrimeNewtons]

You bet

[@EE-Spectrum]

Please note that when you took (2xy+1) from the LHS to the RHS to isolate dy/dx you wrote (2xy-1). Thus the plus sign was changed to a negative sign. Was it inadvertently done? If not, why the change of sign?

[@alfwilson1063]

Awesome content!

[@markbenism]

Why not solve for y with the quadratic formula? Using the arctan in the beginning might simplify part of that equation

[@mosalimansa1162]

Calculus 111!

[@PrimeNewtons]

I agree