MATB41H3 Study Guide - Final Guide: Opata Language, European Cooperation In Science And Technology, Alexia Digital Singles
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2 | t 2|| t + 2| (cid:0)t + 2(cid:1)2. 2(cid:18) | t2 2| t2 + 2 2t + 2(cid:19) = lim t 2 t + 2(cid:12)(cid:12)(cid:12)(cid:12)(cid:12) = lim t (b) if a nite limit exists, f (a) = lim x a. = lim (x2 a2) + 3(x a) (c) choose a regular partition of [0, 2], x0 = 0, xi = f (x) f (a) x2 + 3x 1 (a2 + 3a 1) 2i n n x a x a. Now choose n x a x a(cid:0)(x + a) + 3(cid:1) = (a + a) + 3 = 2a + 3. n (cid:19)2 n (cid:19) 1. wi = xi, so f (wi) = f (xi) =(cid:18)2 i. Xi=1 i n2 (cid:18) n(n + 1) n2(cid:19) + 6(cid:18)1 + n2(cid:19) + 6(cid:18)1 + =(cid:18) sin(2 + x2) x3 (cid:19)(cid:18)3x2(cid:19). dx =z (cid:0)e x + 1(cid:1) dx = e x + x + c. n(cid:19)2.
