J justsomeone New member Dec 15, 2010 #1 Let f be a function from A onto B, and let g be a function from B into C. Prove that if g is one to one (injective) and g(f(x)) is onto (surjective) then f is onto.
Let f be a function from A onto B, and let g be a function from B into C. Prove that if g is one to one (injective) and g(f(x)) is onto (surjective) then f is onto.