Statement 1 | If f is a homomorphism from G to K and H is no...

Prompt

Statement 1 | If f is a homomorphism from G to K and H is normal in G then f(H) is normal in K. Statement 2 | If f is a homomorphism from G to a group and H is finite subgroup of G, then |f(H)| divides |H|. A) True, True B) False, False C) True, False D) False, True