Lec 11 | MIT 18.02 Multivariable Calculus, Fall 2007
Lecture 11: Differentials; chain rule. View the complete course at: ocw.mit.edu License: Creative Commons BY-NC-SA More information at ocw.mit.edu More courses at ocw.mit.edu
Lecture 11: Differentials; chain rule. View the complete course at: ocw.mit.edu License: Creative Commons BY-NC-SA More information at ocw.mit.edu More courses at ocw.mit.edu
I hope this guy is my math teacher some day. I love how at the end he claps the chalk off his hands like, “That’s how it’s done.”
Those chalkboards blow my mind
in the first minute and 30 seconds there were more girls on screen than all of my math classes up to calc 3
@13Septem13 Also, French-Canadians have a different accent. He’s definately French.
@MyInfiniteWisdom He is french
Is the professor Scandinavian or German? He has a European accent. He may be French or French-Canadian also.
Prof, I have watched this through lec 1. I have to say, you are awesome. Thank you so much for teaching. I wish I could be your student in your class. So jealous the guys in class applause for your super erasing.
Prof, I have watch this through lec 1. I have to say, you are awesome. Thank you so much for teaching. I wish I could be your student in your class. So jealous the guys in class applause for your super erasing.
the textbook is lying to u lol
damn girl didn’t want to take a seat. disrupting my learning environment.
For anyone seeking more information on the different interpretations of differentials, google “Putting Differentials Back into Calculus” for a great paper on the subject. It’s not hard to read for an undergrad..
at 12:08 in transcript it says “OK. A word of warming,” It should be “warning.” haha
Denis Auroux for president !!!!
Wow he just derived the forumla for arcsin(u) so quickly!
easy peasy
What a goddamn miracle, that electrically powered black board!
haha i go to university in california~
and am learning more or less the same things, but my professor is terrible at explaining and goes way too fast.
I love this guy. Wish he was my prof :/
You don’t necessairily need to use the quotient rule. If you write it as v^(-1) you’ll be fine.
i love this professor!! he’s awesome!!
what a smart camera man!
in fact when you diferenciate 1/v in relation to v, you are using a quotient rule and cant use that to prove itself
haha he gave those kids the “i hate you and i am about to kill you… oh crap im being filmed” look
Student never on time.