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> The Math Game!
yano
post May 17 2005, 06:24 PM
Post #16


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23325 octal = 9941




69371

This post has been edited by yanowhiz: May 17 2005, 06:24 PM


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Zekaer
post Jul 26 2005, 05:45 AM
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0 * 69371 + 69371 - 11111 - 11111 -22222 + 44444 = 69371



3292487456187236121282198389213219873912


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Lanscader
post Jul 27 2005, 12:42 PM
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3292487456187236121282198389213219873912-1+1=3292487456187236121282198389213219873912

15975324860


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jpc43
post Aug 8 2005, 11:01 AM
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15975324860=
..............................infinity
..................................Σ .............(-1)^n(1/2*3.14159*2)/3.14159
................................n=1



next:18


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jpc43
post Aug 9 2005, 07:53 AM
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6*3


NEXT:43.5


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jpc43
post Aug 10 2005, 10:03 AM
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10*4+3.5

next:133


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catweazle
post Aug 13 2005, 04:49 PM
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12x6 + 2x30.5


666 devil.gif w00t.gif
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yano
post Aug 13 2005, 04:58 PM
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Binary 1010011010 = 666
would have been creepy if it was all 1's laugh.gif

792343


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Mr Alpha
post Aug 14 2005, 03:13 PM
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((7*18)^3/56+9^6*2)-((7^3-19)*(21^2+12)+97*82)*2+(15^3-(14^2-13))=792343

pi


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yano
post Aug 14 2005, 03:16 PM
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P + I = PI tongue.gif

Just kidding... lol

1.772453850905498 * 1.772453850905498 = PI


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jpc43
post Aug 14 2005, 09:21 PM
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that octal stuff is awesome yanowhiz..

not sure about using the square root for an irrational value like pi though.. whistling.gif

13356octal=5870


110101011


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yano
post Aug 14 2005, 09:27 PM
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Assuming that binary then 110101011 = 1AB Hex. smile.gif

BABE in Hexadecimal. smile.gif


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jpc43
post Aug 15 2005, 07:05 AM
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BABE in hexadecimal=47806 in standard numbers (haha)


47806~ Σ40000+n+800+6 as n approaches 7000...



e^(i*pi)

This post has been edited by jpc43: Aug 15 2005, 07:49 AM


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Mr Alpha
post Aug 18 2005, 04:18 PM
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e^(i*pi)=i*i


ζ(s) = 1 + 1/2^s + 1/3^s + 1/4^s + ...


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jpc43
post Aug 18 2005, 09:40 PM
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hmmm that's a good one Mr. Alpha..well appreciated

throws a nice little series

now correct me if im wrong (it is summer you know..school is out )

but this will diverge if s< or equal to 1 (at 0 the limit approaches infinity,and at 1 it is a harmonic series) and greater than one it converges by the integral test if s>1
in other words...the p-series test

now i'm thinking that zeta makes the (s) a complex number..and to tell you the truth I'm not certain how that would affect it...if it does i'd enjoy an explanation!!

infact I'm not even throwing another one out there without one,if it does infact affect it's divergence


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