Let x [0, 1) and an, βn be defined as in Theorem 7.60. a) If f :

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Let x ˆˆ [0, 1) and an, βn be defined as in Theorem 7.60.
a) If f : [0, 1) †’ R and γ ˆˆ R, prove that
Let x ˆˆ [0, 1) and an, βn be defined

b) If f is differentiable at x, prove that (26) holds.

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