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    Homomorphisms

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    The question is:

    Let G and H be two finite cyclic groups of relatively prime orders.
    Determine the number of homomorphisms from G to H.

    I think the number would be 0, am I right?

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    https://brainmass.com/math/algebra/homomorphisms-96941

    Solution Preview

    Well, there is one homomorphism, but there are no non-trivial homomorphisms.

    Think about these to solve ...

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    The solution includes the answer to the question and hints for reaching the answer.

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