4. If G is a group, the centre of G, Z is defined by
Z = {zcG zx = xz where x belongs to G}
Prove that Z is a subgroup of G.
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bsbzjjsvdks s dsldbdndj ddkd didsgs disvs z sbz zbzhsv z szhsvzjzvcsjs s hsd bsyxssgssbsksbb z.skzshs shhsvshsvs js dhskA
anemia did
Step-by-step explanation:
zhzjxvshz dkdsisdbsh s,hh,,bh bxjsks d
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