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10 Nov 2019
Determine whether the fuction is a homomorphism:
In each case below, determine whether the function phi : G - > G' is a homomorphism. If 0 is a homomorphism, find all elements in the kernel Ker phi of phi Let G = (a) be a cyclic group of order 12 and let G' = (b) be a cyclic group of order 18. Define phi(aj) = b15j, 0 Comments
Determine whether the fuction is a homomorphism:
In each case below, determine whether the function phi : G - > G' is a homomorphism. If 0 is a homomorphism, find all elements in the kernel Ker phi of phi Let G = (a) be a cyclic group of order 12 and let G' = (b) be a cyclic group of order 18. Define phi(aj) = b15j, 0
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Casey DurganLv2
10 Nov 2019