Math gets pushed
Created on: February 9th, 2006
Math gets pushed
HeXus525 
mathgetspushed.ytmnd.com
I apologize to anyone that doesn't understand this ytmnd, its not an inside joke, its just something called a "Limit" and you will see them, or have seen them in calculus...
me
buzzlightyear/scarface

Sponsorships:

Vote metrics:

rating total votes favorites comments
(3.94) 84 4 16

View metrics:

today yesterday this week this month all time
0 1 0 0 8,382

Inbound links:

views url
49 https://www.bing.com
5 http://www.google.com.hk
5 http://www.talkshowhost.org/main/show/
5 http://www.talkshowhost.net/main/show/
3 http://talkshowhost.net/

Add a comment

Richtext is ON
Bold
Italic
Underline
Code
User Link
Site Link
Please login or register to comment.
Ryouba
February 9th, 2006
6:20:36 PM CST
(0)
Take out the Buzz Lightyear thing. Too much. Then, it will be great!!
montreal
February 9th, 2006
6:21:15 PM CST
(0)
lol calculus
Thessaly
February 9th, 2006
6:22:22 PM CST
(0)
it was gonna happen
Simo
February 9th, 2006
6:23:08 PM CST
(0)
heh thats pretty clever
HeXus525
February 9th, 2006
8:50:31 PM CST
(0)
lol math bites
Speedy
February 9th, 2006
10:22:53 PM CST
(0)
I endorse this YTMND, and think the Buzz Lightyear is a nice touch.
CaptainObvious
February 23rd, 2006
9:46:42 PM CST
(0)
nice.
cybersocko
February 28th, 2006
4:24:59 PM CST
(0)
yeah, I think the Buzz Lightyear quote is sweet.
federalist
March 12th, 2006
6:48:56 PM CST
(0)
1'd for apostrophe misuse.
HeXus525
March 14th, 2006
5:07:37 PM CST
(0)
not sure what you're talking about, but all your sites are now 1'd, enjoy!
Thn1kk4man
March 28th, 2006
4:03:24 PM CST
(0)
Awesome
dacle
April 10th, 2006
11:53:12 AM CDT
(0)
To the limit!!!!! (I hate myself for understandint that)
XtraCrispy
February 7th, 2009
11:17:19 PM CST
(0)
L'hospitals rule!
BraunB4Brain
May 11th, 2009
7:43:37 PM CDT
(0)
L'Hôpital's rule saves the day yet again.
DarkJeroyd2000
January 9th, 2010
4:12:30 PM CST
(0)
LOL! The funny thing is that i just learned this yesterday.
DomS
March 31st, 2011
7:35:00 PM CDT
(0)
you can change the (n/(n+1)) to ((n/n)/((n/n)+(1/n))) by dividing each individual term by the limit variable, then it simplifies to (1/(1+(1/∞))) and since (1/∞) is such a small number, it rounds to 0, so you get Limit (n->∞) (1/(1+0))=1. Gotta love calculus :)