Question

Asked Feb 9, 2020

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Can someone please help me understand the following problem. I need to know how to start the problem. i need to know the theorems ,identities, used please thank you.

Step 1

Given: n is divisible by the square of prime.

To prove: Z_{n} has a non zero nilpotent element.

Step 2

Assume the prime number, p

So,

n=p2t

For the element a=pt

(pt)2=p2t2

=nt

&...

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