Author Topic: random thoughts (Read 23269 times)

CK9 · « **Reply #150 on:** December 18, 2004, 04:23:42 PM »

lol, I hate leaving it in there, so I work it out

Cctoide · « **Reply #151 on:** December 19, 2004, 07:51:25 AM »

Ted Turner go BOOM. BOOM things that go be fun. Whee! BOOM! *fart*

CK9 · « **Reply #152 on:** December 19, 2004, 10:40:44 AM »

*lights a match*

plymoth45 · « **Reply #153 on:** December 19, 2004, 08:10:24 PM »

KABOOM!

Oook, i hope your not planning on dealing with Fractles, i hate those.

CK9 · « **Reply #154 on:** December 20, 2004, 11:32:56 AM »

summations were fun

Hooman · « **Reply #155 on:** December 20, 2004, 04:29:36 PM »

Sum( n = 2..20, 1/(n^2-1))

Enjoy. B)

Saibot · « **Reply #156 on:** December 20, 2004, 04:40:49 PM »

As my signature says:

111111111*111111111 = 12345678987654321. Is it no cool?
11(9st)111 = 11(9st)

CK9 · « **Reply #157 on:** December 20, 2004, 08:19:10 PM »

589/840

plymoth45 · « **Reply #158 on:** December 20, 2004, 08:54:57 PM »

y=((3-x)^2)+5

xfir · « **Reply #159 on:** December 20, 2004, 09:03:30 PM »

f(x) = 3x^(2x-3)-2x+7
g(x) = e^(x^2-3x+2)-7(x^2-3)(x+10)

Random equations?

CK9 · « **Reply #160 on:** December 20, 2004, 09:12:13 PM »

I think you just like haveing yourself mentioned in them, x

plymoth45 · « **Reply #161 on:** December 20, 2004, 10:54:23 PM »

here is another quadratic lol

f(x)=(4x^2)-190x+45

CK9 · « **Reply #162 on:** December 21, 2004, 12:07:47 AM »

what's with the quadratics?

xfir · « **Reply #163 on:** December 21, 2004, 12:11:38 AM »

Quintics are better:

y = 2x^5-x^4+2x^2-7x+1

CK9 · « **Reply #164 on:** December 21, 2004, 11:58:29 AM »

let's get an n=12 one that follows pascal's triangle

PlayingOutpost0-24 · « **Reply #165 on:** December 21, 2004, 12:00:12 PM »

lets get 2 by multiplying 1 with 1!

CK9 · « **Reply #166 on:** December 21, 2004, 07:54:32 PM »

okay, 1 * 1 * 2 = 2

Hooman · « **Reply #167 on:** December 22, 2004, 04:34:29 PM »

Quote

589/840

Was that a random number or an attempt to answer my question? I'm not sure so I guess I'll mention that isn't the answer to my question.

Quote

let's get an n=12 one that follows pascal's triangle

Ok...
(x+1)^12

I'll let you expand it.

PlayingOutpost0-24 · « **Reply #168 on:** December 22, 2004, 06:22:03 PM »

If Sierra=Evil AND Sierra=a company creating games AND UbiSoft=a company creating games THEN Ubisoft=Evil... NOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOO!

plymoth45 · « **Reply #169 on:** December 23, 2004, 02:00:09 AM »

I know nothing beyond Algebra 2

CK9 · « **Reply #170 on:** December 23, 2004, 09:43:30 AM »

Hooman, if my answer is wrong, than either you're saying it wrong, or you left something out

Hooman · « **Reply #171 on:** December 23, 2004, 03:33:15 PM »

Doh, I read my own question wrong. :blush: Ok, no more questions for me.

I was thinknig of 2/(n^2-1) as the summand. Ok, so you're answer is right. Now how did you get it?

CK9 · « **Reply #172 on:** December 23, 2004, 04:20:34 PM »

"A true magician never reveals his secrets"

actually I don't have my scratch paper with me, so I can't answer tat until I find it

jesusfreak06 · « **Reply #173 on:** February 24, 2005, 09:24:36 PM »

hm, randomness... i love penguins (random enough for y'all?) lol

Betaray · « **Reply #174 on:** February 24, 2005, 09:27:41 PM »

if smerfs were real would they be a canidate for affirmative action?

News:

Author Topic: random thoughts (Read 23269 times)

xfir

xfir