L g g1 and g2 be groups let micro1 g -gt g1 and micro2
Homomorphism
Problem 4:
Let G, G1, and G2 be groups. Let µ1 : G -> G1 and µ2 : G -> G2 be group homomorphisms. Prove that µ : G -> G1 × G2 defined by :µ (x) = (µ1 (x), µ2 (x)), for all x in G, is a well-defined group homomorphism.
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textbook niles n j 2014 basics of the us health care system 2nd ed burlington ma jones amp bartlett learningshi l amp
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homomorphismproblem 4let g g1 and g2 be groups let micro1 g -gt g1 and micro2 g -gt g2 be group homomorphisms prove
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