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HW #25 and suppose f is continuous on [a,b] f is diff. on (a, b) with fra) = f(b) = 0 that for every real number & prove ther
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Rolles theorem ut 6n Interval [a,b ] and Interval (a, b). If sit f(c) = 0 f i t continuous on closed differentiable on theSuppose f i continuous on [a,b]. and differentiable on (a,b), with fla) = f(b) = 0 To prove: Ţ CE(a, b) sit f(c) = x f(o). l

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