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Suppose k that n, k are positive integers, both greater than 1 such that n is prime 000000 n is an odd prime 1+n+n² + ··· + n-1 is prime k is composite n = 2 n is composite k = 2 1 is prime. Choose all of the statements that must be true.

Suppose k that n, k are positive integers, both greater than 1 such that n is prime 000000 n is an odd prime 1+n+n² + ··· + n-1 is prime k is composite n = 2 n is composite k = 2 1 is prime. Choose all of the statements that must be true.

Elements Of Modern Algebra
Elements Of Modern Algebra
8th Edition
ISBN:9781285463230
Author:Gilbert, Linda, Jimmie
Publisher:Gilbert, Linda, Jimmie
Chapter2: The Integers
Section2.5: Congruence Of Integers
Problem 30E: 30. Prove that any positive integer is congruent to its units digit modulo .
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Suppose k that n, k are positive integers, both greater than 1 such that n is prime 000000 n is an odd prime 1+n+n² + ··· + n-1 is prime k is composite n = 2 n is composite k = 2 1 is prime. Choose all of the statements that must be true.
Transcribed Image Text:Suppose k that n, k are positive integers, both greater than 1 such that n is prime 000000 n is an odd prime 1+n+n² + ··· + n-1 is prime k is composite n = 2 n is composite k = 2 1 is prime. Choose all of the statements that must be true.
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