SociallyChallenged
Elite
- Mar 22, 2002
- 10,483
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Originally posted by: cheapbidder01
Alright, here's another question:
Which theorem is this (What's the name of the theorem?):
Let f(x) be a function and a,b,c be real numbers such that a < c < b. Suppose the following conditions hold true:
A. f(x) is differentiable on (a,b)
B. f(x) is continuous on [a,b]
Then there is at least one number c such that (b-a)f'(c) = f(b)-f(a).
Originally posted by: Lazee
what was chandler bing's job before he went into advertising?
Originally posted by: nourdmrolNMT1
¬
alt + 0172
§
now tell me that one, and YOU get the slice of cheese
MIKE
Originally posted by: Lazee
what was chandler bing's job before he went into advertising?
Well I actually meant the HTML code for ¬Originally posted by: nourdmrolNMT1
¬
alt + 0172
§
now tell me that one, and YOU get the slice of cheese
MIKE
