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Problem 25. Letf : [a, b] → R be an increasing function. Show that limx→a f(x) exists. What can you say about the relationshi

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wp Rave f TaibR be an ancseasing Junctien. hon Poove tht Din erit bounded COosed Since J- Tab) be 10+ (Nt xe Parb let 4F(K EYop Rave AGTNSAfra), g) eh fand aoe nd two Cotinvoug Jonction, Now Boo poovo thad Cotinuous on R. RalMaxSf (x)9()2 Ne Knou thaContinuoua atcER -) .e on R ContinuouA 시B0 }6-9 3-0f-9)c ) = 1 f(a)-9c4) -4(e) +9 C)) < 1fra)- fie))) ga)-9) 1(f-9)2-(f-9)c)

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