Mathematics, 07.08.2019 06:10, lnelson9127
26. let s be the set of positive integers defined by to 913 basis step: 1e s recursive step: if n e s, then 3n+2 e s and n2 e s. a) show that if n e s, thenn = 1 (mod 4). b) show that there exists an integer m 1 (mod 4) that does not belong to s
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26. let s be the set of positive integers defined by to 913 basis step: 1e s recursive step: if n...
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