Implicit Differentiation for Calculus - More Examples #2
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- Опубліковано 20 вер 2024
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Implicit Differentiation for Calculus - More Examples #2
When just about every problem you get simplifies nicely by design, there's nothing like a messy solution to make you doubt yourself.
Kipah i probably should have cleaned up the complex fraction at the end
Believe it or not but u are the best teacher I have ever seen . Amazing explanation and techniques. And thank u so much for these videos.
Appreciate the videos because I'm taking AP Calculus AB now and we're working on this stuff right now and I clearly understood it the way you worked them out then. Keep em coming
WHAT? Still searching youtube for math help?? Actually yes, i've learned more from youtube than actual class.
lol you are referring to that youtube ad right?
that ad is pure disrespect towards the legendary youtube maths channels of 2008 that outclass that dumbass website any day
Your explanation is very thorough. Excellently explained
Great example and a clear presentation. Nice work patrickJMT!
thank you. Really easy to understand. Thorough explanation. Now i can work on my homework.
Thanks, Patrick. Like your videos, especially differentiation.
You made a mistake when solving 3(xy)^2 *x
You were supposed to foil, but you just squared x and y individually.
It would be 3x^3+6x^2y+3y^2.
Thanks for the help! Love your videos!
Jon, is that you? I love the blues explosion
I have some doubts can you recover it
Sir U taught very easy method
Can someone help me on how he solved for (xy)^3 to become3(xy)^2 [1•y + x•1 × dy/dx]
I think that (XY)^2 is x^2+2xy+y^2 and that times 3x is 3x^3+6x^2y+3xy^2.
It would be if it was a binomial like (x + y)(x + y). However, you can't foil two sets of one term. (xy) is one number, not a binomial.
@@Lucas-ns9hdOne term rather than 2 coming together through the act of addition :)
"so now we have to tack on" in every vid
i know this video is posted a long time ago, however i dont understand why in the second step it is 3x ^3 instead of 3x ^2. if anyone knows why ,that would help me alot. thxx
3(xy)^2*x
Dont forget the x at the end
3x^2*y^2*x
3x^3*y^2
Pay me with a big kiss on the lips
thank you master....>_
thank u
what is lny?
It's pronounced "Lin-Y" and its the Natural Logarithm of Y.
Whenever you see Ln in these derivative problems, just rewrite it as a fraction.
1 as the numerator, and whatever's inside Ln as the denominator.
Ln(x) = 1/x
Thanks teher
Instead of writing (xy)^3, I'd just write this as (x^3)(y^3).
I agree, it makes the process of implicit differentiation go quicker.
Nice!
hero!
love you
I love u😍❤
GOD FUCKING DAMMIT
One person didnt think the last answer is ok
Easy HAHAHA