Ring homomorphism
Let g: T --> s be a ring homomorphism and I is any ideal of T.
a) Show that g(I) is a subgroup of (S, +)
b) Furthermore, show that if g is onto then g(I) is an ideal of S.
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Let g: T --> s be a ring homomorphism and I is any ideal of T. Show that g(I) is a subgroup of (S, +)
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