thank you so much, i like Leibniz notation so much better.. I think it's much more clear than prime notation and with this video it cleared up using the chain rule with Leibniz notation for me so much!!
You say that the du doesn't actually cancel but you never explain what actually happens (no one ever does). I find that this is required for me, personally, to get an intuitive knowledge of this subject (especially the notation). Can you explain intuitively, then rigorously, what happens with the du? I promise that I will be capable of following it.
Amazing video!! Thanks a lot!! I had a really hard time understanding the usage of Leibniz' notation and especially in Implicit Differentiation but you made me understand a bit more!! :)
So you take the derivative of the whole thing getting 2(3x+1) and multiply by the inner derivative, derivative of U in your video, making it 2*(3+1)*3?
THANKS YOU HELPED ME SO MUCH!!
TheeEnd23 3 days ago
THANK YOU! that reeeeeally helped :)
jezzie7354 6 days ago
thank you so much, i like Leibniz notation so much better.. I think it's much more clear than prime notation and with this video it cleared up using the chain rule with Leibniz notation for me so much!!
you da man!
iloveihop07 1 week ago
Tomorrow is my calc final, so I'm grateful. It's a small and simple concept, but just needed a teacher to push it through, thanks again!
Harshal2DaG 3 months ago
If I could hug you I would, thank you sir, subbed.
monkeyninja94 3 months ago
thank you!
Askate 4 months ago
how did you get 18x+6?
DolceFarNiente13 5 months ago
You say that the du doesn't actually cancel but you never explain what actually happens (no one ever does). I find that this is required for me, personally, to get an intuitive knowledge of this subject (especially the notation). Can you explain intuitively, then rigorously, what happens with the du? I promise that I will be capable of following it.
polyopulis 11 months ago
Actually know how Leibniz notation works now! Thank you!
MoreThanMichael 1 year ago
Amazing video!! Thanks a lot!! I had a really hard time understanding the usage of Leibniz' notation and especially in Implicit Differentiation but you made me understand a bit more!! :)
pithikoulis 1 year ago
So you take the derivative of the whole thing getting 2(3x+1) and multiply by the inner derivative, derivative of U in your video, making it 2*(3+1)*3?
anacondaerslayer 1 year ago
@anacondaerslayer
You take the derivative of "the whole thing" and get 2(3x+1), thats correct. Then you take that and multiply by the derivative of the inside and get:
2*(3x+1)*3
You just left out the x in "(3 + 1)", but other than that you have the right idea!
rootmath 1 year ago