Suppose f is Riemann integrable over an interval [-a, a] and { Pn } is a sequence of partitions whose mesh converges to zero. Show that for any Riemann sum we havelim R(f, Pn) =f(x) dx
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Examples 7.1.11(b): Riemann Lemma |
Suppose f is Riemann integrable over an interval [-a, a] and { Pn } is a sequence of partitions whose mesh converges to zero. Show that for any Riemann sum we havelim R(f, Pn) = |