Re: Need help on a math puzzle...

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Article #35

#35

From: Janusz Murakowski
Date: Thu, 12 Sep 1996 00:00

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In article <50t5sa$b6j@chopin.udel.edu>, synic@chopin.udel.edu (James Micha Brabson) says:
>Examples:
>(2+2)/(2+2)     = 1
>(2/2)+(2/2)     = 2
>(2/2)+(sqrt(2))^2 = 3
>2*2+2-2         = 4
>2*2+(2/2)       = 5
>2*2+(sqrt(2))^2 = 6
>??????????????? = 7 = (2+2)!! - 2/2 = 2*2*2 - sgn(2)
>2^2 + 2^2       = 8
>((2/2)+2)^2     = 9
>2*2*2+2         = 10
>((2^2)!-2)/2    = 11
>(2^2)!/(sqrt(2)^2) = 12
>((2^2)!+2)/2    = 13
>((2^2)^2)-2     = 14
>??????????????? = 15 = (2+2+2/2)!! = (2+2)^2 - sgn(2)
>2^(2+(sqrt(2)^2)= 16
>??????????????? = 17 = (2+2+sgn(2))!! + 2 = (2+2)^2 + sgn(2)
>((2^2)^2)+2     = 18
>??????????????? = 19
>((2^2)!)-(2^2)  = 20
>

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From: jam@strauss.udel.edu (Janusz Murakowski)
Subject: Re: Need help on a math puzzle...
Date: 1996/09/12
Message-ID: <519ngg$nkq@news.udel.edu>
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references: <50t5sa$b6j@chopin.udel.edu>
organization: University of Delaware
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