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Count to infinite
Topic Started: Dec 11 2007, 12:15 AM (2,247 Views)
cloudst
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One-Winged Angel
8,675,329
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izaboo
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I dont know if there alaskan king but... they feel hudge
NO
867-5309

CALL THIS NUMBER FOR A GOOD TIME!

Tommy Tutone?

no one?

common?.

Here, get in touch with your inner 80's
http://www.youtube.com/watch?v=lqUPApCUt90
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Morpheus
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Hadouken
8,675,330
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chaos
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The Father of Fun Stuff
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izaboo
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I dont know if there alaskan king but... they feel hudge
22
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cloudst
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One-Winged Angel
87.
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cloudst
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One-Winged Angel
87.
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Morpheus
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Hadouken
8,675,332
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cloudst
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One-Winged Angel
802.
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Morpheus
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Hadouken
8,675,333 :P
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cloudst
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One-Winged Angel
705.
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Morpheus
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Hadouken
72
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cloudst
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One-Winged Angel
Æ
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Game_maniac
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Retro Junkie
I don't know what everyone's counting anymore, but here goes:


8,675,334
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cloudst
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One-Winged Angel
987
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Morpheus
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Hadouken
76 Im trying to get back on track :P
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cloudst
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One-Winged Angel
Is that where we were?

49.
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Morpheus
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Hadouken
78 yeah we should be

with no. of replies
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cloudst
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One-Winged Angel
In that case, 81.
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HeroofDarkness
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Give the order to deploy the glaive.
izaboo
Dec 13 2007, 10:22 PM
HeroofDarkness
Dec 14 2007, 04:58 AM
izaboo
Dec 13 2007, 12:56 PM
(2x+5)x(2x+5)=5x

The answer is either...

1. -15/8

or

2. -(15 +/- 5i "radical"7)/8

My problem is...

y = 4/3 pi R^3

Find Dy/Dt. R=24 Rate = 2

i just wrote something off the top of my head.
kinda figured it would come out imaginary


dx/dt? you mean dx/dy?
does dt mean delta tangent? thats the only thin i can guess lol
clac isn't my strong subject. I like to stay in linear and quadratic equations. :D



24/12!

1st: the answer is actually dy/dt = 4608pi

2nd: it is not dx/dy (derivative of x with respect to y) it is dx/dt and dy/dt (derivative of x or y with respect to t or "time")

3rd: the problem was just meant to confuse. ^ _^

4th: Good job on trying.

5th: your turn to give me a problem.
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