Question

3 11 Use Simpson's rule with n=1 (so there are 2n = 2 subintervals) to approximate dx. 1 + x2 The approximate value of the integral from Simpson's rule is (Round the final answer to two decimal places as needed. Round all intermediate values to four decimal places as needed.)

Answer 1

9 da. U ol Sfayda. H22 htk. xka Kotkh arl, b3 m=2, ha bra 17. 3-1 Eli 2 n so from Si that = Simpson's Yard sulle we say - [ f(x) + 4f)+ f(y)] [ f(puf62) + f()] $ [. 5 [ + to ] (5 +840) liry 11 = ولا + ta 12 + 17 3 lo 11 11 x 14 77 15 1) 5:13 ; 3 * 10 va be da .. Sharon 2) (2) dai n = 8, aal, b=5 ha bra =Y2 ; n 8 X;= Xoot ih Eltele 2 freya) ] of 6 Ig - [ f(x+fQs+ uffrawer fesse fes) + f(n)) + (fe) + f(roj + fut for i f (%) + f(+6) + f(+6) + f(26 2(forf 70)] ** [ 4 (6.3 + 6. 2/3+6.264+6.2)+ 2 (6.4276. Yg u 6.V)] 6 + celu 5

C * 울 + + + ) + (Y, + +Y4+ 4, G + 5 9. 9. . 날 8( +++ ) + + + + 종 + + 9. S ४ 13 - 6089 680 99 bs SI I d o che g?] -6gE -6ge 전 } h6091 x9 = 9.66