If $\phi: G \rightarrow H$ is a homomorphism and $K \triangleleft H$, then $\phi^{-1}(K) \triangleleft G$.
What can be said in the case where $K$ is characteristic in $H$?
If $\phi: G \rightarrow H$ is a homomorphism and $K \triangleleft H$, then $\phi^{-1}(K) \triangleleft G$.
What can be said in the case where $K$ is characteristic in $H$?
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