Prove that for any function on [a, b], RN - LN = b-a N -(f(b)-f(a))
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Prove that for any function ƒ on [a, b],
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RN - LN = b-a N -(f(b)-f(a))
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For any f continuous or not on I a b partition I into N equal subintervals Let Ax baN a...View the full answer
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