Question

ker )
b) State & prove the third isomorphism
theorem
OR​

Answer 1

Answer:

The Third Isomorphism Theorem Suppose that K and N are normal subgroups of group G and that K is a subgroup of N. Then K is normal in N, and there is an isomorphism from (G/K)/(N/K) to G/N defined by gK · (N/K) ↦→ gN.

Step-by-step explanation:

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