Recall that a?Z/nZ is called a primitive root modulon, if the order of a in Z/nZ...

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Advance Math

Recall that a?Z/nZ is called a primitive root modulon, if theorder of a in Z/nZ is equal to ?(n). We have seen in class that, ifp is a prime, then we can always find primitive roots modulop.Findall elements of (Z/11Z)? that are primitive roots modulo 11.

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