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f'(x)= f(x+h)-f(x)/h
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Topic: f'(x)= f(x+h)-f(x)/h (Read 3904 times)
TonyK
Rival Gang
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Posts: 760
f'(x)= f(x+h)-f(x)/h
«
on:
July 02, 2009, 06:14:57 PM »
I won't get my grade back until next week, but I'm pretty sure I kicked the crap out of my math test today.
Go me.
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STFU
Rival Gang
Front Office
Posts: 873
Re: f'(x)= f(x+h)-f(x)/h
«
Reply #1 on:
July 02, 2009, 06:23:28 PM »
yay math!
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The Enforcer!
sarahbondo
Rival Gang
Front Office
Posts: 999
droppin' the kids at the beach.
Re: f'(x)= f(x+h)-f(x)/h
«
Reply #2 on:
July 02, 2009, 06:33:50 PM »
So I guess it DID pay off for you to stay home and study instead of riding. Go figure.
Awesome on the test, man.
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the proof is in the pudding-(chocolate is best)
russbondo
Rival Gang
Front Office
Posts: 745
Re: f'(x)= f(x+h)-f(x)/h
«
Reply #3 on:
July 03, 2009, 09:48:34 AM »
I know what the f's stand for...and x is that bitch that took everything I owned...but I still haven't figured out the solution for that problem bitch.
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1953 Vespa 125, 2007 Vespa GT60, 1980 Vespa p200, 1980 Bajaj
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f'(x)= f(x+h)-f(x)/h