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First theorem of isomorphisms
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Now that we know what quotient groups, a kernel, and normal subgroups are, we can look at the first isomorphism theorem.
It states that the quotient group created by the kernel of a homomorphism is isomorphic to the (second) group in the homomorphism.
It states that the quotient group created by the kernel of a homomorphism is isomorphic to the (second) group in the homomorphism.