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Exercise 4.3.3. (a) Supply a proof for Theorem 4.3.9 using the ed charac- terization of continuity. Excreien: :03a supely a p

only (b) please

Theorem 4.3.9 (Composition of Continuous Functions). Given f : A R and g: B + R, assume that the range f(A) = {f(): € A} is cTheorem 4.3.2 (Characterizations of Continuity). Let f: A+ R, and let CEA. The function f is continuous at c if and only if a

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Liet f. A R and 9: B R and ut range off is contained in the domain B of g I get f is continuous atc and g is continuous nous

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only (b) please Exercise 4.3.3. (a) Supply a proof for Theorem 4.3.9 using the ed charac-...
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