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2. For each of the following, find an isomorphism between them, or show that none exists by finding an isomorphic invariant that they do not

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2. For each of the following, find an isomorphism between them, or show that none exists by finding an isomorphic invariant that they do not share. (You do not have to show that it is a isomorphism, but it must be one.) (a) U(9) and Z6. (b) U(9) and D3 (c) U(8) and Z1. (d) U(8) and Z2 X Z2

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