Question: How do I solve this? 1. Show that f, a bounded function on [a, b] is integrable on [a, b] if and only if, for
How do I solve this?
1. Show that f, a bounded function on [a, b] is integrable on [a, b] if and only if, for every e > 0 there is a partition P of [a, b] so that UP ( f) - LP (f ) SE. 2. Show that (t + It1) 2 dt = 2.1-2 3 (x+ x]), for all real x
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