b-cl-SeLo - Sets and Logic MHF3202 SeLo-B e Prof. JLF King...

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Sets and Logic MHF3202 SeLo-B Prof. JLF King 31Dec2009 B1: A posint N is perfect IFF [ Defn ] ........... .................................................. .................................................. Thm : An even posint N is perfect IFF ( state the thm ) .................................................. .................................................. .................................................. ( This thm is credited to ........... and ........... . ) Applying the theorem, the 3 rd even perfect number equals A · B where A = ......... and B = ......... . B2: Essay, on your own paper, triple-spaced: Fix a posint K . Let mean K . Defn : Expr. “ x y ” means. . . . Please prove: Thm : For all b,β,g,γ Z , if b β and g γ then [ b · g ] [ β · γ ] . B3: Show no work. Please write DNE in a blank if the described object does not exist or if the indicated operation cannot be performed. a
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This note was uploaded on 01/26/2012 for the course MHF 3202 taught by Professor Larson during the Fall '09 term at University of Florida.

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