Math, asked by pratikshabhagade, 7 months ago

the no of the generators of a cyclic group of order7 is...

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Answered by prasanth1267

3

Answer:

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Step-by-step explanation:

If your cyclic group has order n, there will be one generator for every number between 1 and n1 (inclusive) that is relatively prime to n: in other words, there are phi(n) generators, where phi is Euler's totient function. ... The amount of generators a cyclic group are relatively prime to the order of group.

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