Question: Let f : [a, b] R, a = x0 f(x) dx = SIxk f(x) dx

Let f : [a, b] †’ R, a = x0
Let f : [a, b] †’ R, a = x0

f(x) dx = SIxk f(x) dx

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By Theorem 520 it suffices to show f is integrable on each I x k1 x k Let g be the continuous ... View full answer

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