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Group Theory: Showing the Order of Element 2 is 2k
Homework Statement Let p=2^(k)+1 , in which k is a positive integer, be a prime number. Let G be the group of integers 1, 2, ... , p-1 under multiplication defined modulo p. By first considering the elements 2^1, 2^2, ... , 2^k and then the elements 2^(k+1), 2^(k+2), ... show that the...- lor
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- Forum: Calculus and Beyond Homework Help