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(a) Let a < b and assume f : [a, b -R is continuous on [a, b]. Show there exists numbers 9 points d such that f(1A) = lc,d. c

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Answer #1

f is continuous on [a,b)] f is bounded on [a,b] so supf, inf is exist let M- suprimum of f on [a,b] M is not upper bound so t

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