 |
Duration: 05:51 minutes Upload Time: 2007-08-25 11:25:23 User: donylee :::: Favorites :::: Top Videos of Day |
|
Description: Come on! Perservere while I finish this calculation up. In this 3-part video we follow Leibniz in his pursuit to find the area of a quater circle of unit radius via integration, trigonometry and series expansion. Simply amazing! Thanks for staying for the whole quest. Check out www.gaussianmath.com for a more indepth explanation. |
|
Comments | |
| Arlekean ::: Favorites 2008-01-02 22:03:22 Brilliant! A giant thank you for sharing this. Just keep on doing math video stuff. Im now gonna check more stuff from you. Just one suggest: try to slow down a little bit on your explanations. You go really fast. Thanx again! __________________________________________________ | |
| donylee ::: Favorites 2007-11-29 10:16:59 Haha, I did ALMOST great. Anyways, I'll take 'almost great' anytime. Thanks for your continual support. I'm highly appreciate of your comments! __________________________________________________ | |
| zooropa1844 ::: Favorites 2007-11-27 04:56:49 Good work. keep posting more maths stuff! __________________________________________________ | |
| esgerli ::: Favorites 2007-11-24 03:40:15 I am high school student. While i was watching this proof of pi, maybe i didn't understand easily. Because it is too complicated. But you did almost great.You wrote every identity very patiently. good job! And one question for you: Which university are you studying? __________________________________________________ | |
| chrischar2 ::: Favorites 2007-10-10 09:39:21 Congratulations! You explained it very nice and simple. __________________________________________________ | |
| meunlikeyou ::: Favorites 2007-10-01 02:38:12 This was really great! It's been a while since I've had Calculus, but you explain well enough to make it really easy to follow. __________________________________________________ | |
| donylee ::: Favorites 2007-09-28 09:19:54 Hello IIIIrrr (how do you pronounce it?), I see that you're perhaps the only one who stayed through the three videos of this lesson. I like to thank you for watching them all. I hope you did learn a thing of two. :-) __________________________________________________ | |
| lllllrrrrr ::: Favorites 2007-09-23 19:51:18 Great!!!!!!!!!!!! __________________________________________________ | |
No comments:
Post a Comment