Unformatted text preview: person who knows no one], 40, Ch. 5 Suppl. Ex. 18. 5.3: 22(a, c, f), 24, 26, 38 5.4: 8, 14, 22, 24 (A) Using the binomial theorem and result of 5.4, Ex. 24, prove by induction on n that n p ≡ n (mod p ) for every positive integer n , where p is prime. Then use this result to give a proof of Fermat’s little theorem....
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 Fall '08
 STRAIN
 Math, Mathematical Induction, Prime number, Oddnumbered selfchecking exercises

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