a) Prove that for each n N is a partition of [0, l ]. b) Prove
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is a partition of [0, l ].
b) Prove that a bounded function f is integrable on [0,1] if
in which case ˆ«10 f(x)dx equals I0.
c) For each of the following functions, use Exercise 1.4.4 to find formulas for the upper and lower sums of f on Pn, and use them to compute the value of ˆ«10 f(x)dx.
α)f(x) = x
β)f(x) = x2
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