Added: 4 years ago
From: donylee
Views: 7,914
Sort by time | Sort by thread (beta)

Link to this comment:

Share to:
see all

All Comments (26)

Sign In or Sign Up now to post a comment!
  • Thank you so much denny

  • yay

  • You're AMAZING!

  • Great job. I loved the introduction to double integration

  • He's very smart and he's my type. I want to meet this guy ":D

  • wow :) because of this kind of video i like youtube

  • lmao this is siioooooooooooooooooooooo fucking funny i love your accent nigga!!!

  • Everything you say is soo clear and meaningful.

  • thanks so much - saved my math grade

  • I can see your enthusiasm in math.

    Love your videos :)

  • Awesome! i have adhd, and this guy makes math fast and easier to understand....

  • AMEN

  • You can't hit replay when your behind a desk!!!!! Five Stars!!!!!

  • haha absolutely yes! The main reason why youtube videos are much better than lessons^^

  • thanks thanks thanks thanks thanks thanks thanks thanks thanks thanks thanks thanks thanks thanks thanks thanks thanks thanks thanks thanks thanks thanks thanks thanks thanks thanks thanks thanks thanks thanks thanks thanks thanks thanks thanks thanks thanks thanks thanks thanks thanks thanks thanks thanks thanks thanks thanks thanks thanks thanks thanks thanks thanks thanks thanks thanks thanks thanks thanks thanks thanks thanks thanks thanks thanks thanks thanks thanks thanks thanks thanks...

  • Is it spam? Or flood? Or just showing how thankful are you? This is a question..

  • You make so much sense when you're explaining. Thanks for the videos.

  • at about 2:15, i dont get why the line has to be drawn down through R. we know the bottom curve is g1(x) and the top is g2(x), so... whats the point of this line?

  • The point of the line is to explicitly find the functions g(x) that bound the top and bottom of region R.

    Like I say later, it is to make things very clear. it is not necessary if you can see the functions just by looking at R.

    When we deal with curves with asymptotes, this wouldn't work. That's another story altogether.:-)

  • Man, You are great!

    Do you have a website so I could download all of your lectures at once. I would really appreciate it.

  • check my channel info for my website.

    You can't download the videos. Instead, you can download the lecture notes in pdf format.

  • u hav crystal clear concepts....i think u shud write a book on Integrals!....coz all d books neglect all d info u supply in dese videos!...Thnx a lot!!!(specially for d geometrical approach in terms of function f(x,y) )

  • Woah! A book!

    That's a HUGH undertaking I'm not ready for. Hey, but since you asked me, I was infact thinking about it.

    There are already TONS of Calculus textbooks out there, single and multiple variables, vectors and series. So if I were to write one, I want it to be a little different.

    Hmmm, just a thought: Calculus, th key of Love. Now that will be something. :-)

  • you could corner the market in the first(?) calculus DVD! i know i would definitely buy it, ten minutes of watching you is like an hour spent reading a book

  • I guess you are right, this man, I am sure, will be able to write an excellent book!

  • tnx, i love ur lectures!

  • please start a differential equations show, dony lol. we need you!

Loading...
0 / 00Unsaved Playlist Return to active list
    1. Your queue is empty. Add videos to your queue using this button:
      or sign in to load a different list.
    Loading...Loading...Saving...
    • Clear all videos from this list
    • Learn more