infi2HW3 - 3 A4 'qn milibxz oeilb - 104281 10.5.2006 - 2...

Info iconThis preview shows page 1. Sign up to view the full content.

View Full Document Right Arrow Icon
This is the end of the preview. Sign up to access the rest of the document.

Unformatted text preview: 3 A4 'qn milibxz oeilb - 104281 10.5.2006 - 2 itpi` .mixdva 12 : 00 dry cr -- :dybd jix`z lcebn xiip lr yibdl yi .qxewd ly mi`zd cg`l ec`n` oiipaa qt` dnewa dybdd :zxekfz z`e cinlzd my z` xexiaa oiivl `p .micigia dybdd .wcedn yibdl `p .mixqlw e` zeiwy `ll .xry sca jxev oi` .f"z xtqn : 1 libxz .mi`ad milxbhpi`d ly zezqpkzd ewcia 1 ex -1 dx .1 x 0 1 dx .2 0 1-cos x 1 dx .3 0 1-x4 arctan x dx .4 x 1 dx .5 1 1+[x]2 x6 dx .6 1 ex 2 e-x dx .7 - : 2 libxz . - e mixhnxtd t"r miqpkzn milxbhpi`d izn e`vn 2 - 2 dx .1 (cos x) log(1+x2 ) .2 x 0 dx dx .3 1 x (log x) : 3 libxz oke In = n 1 f (x)dx :onqp .xcazn 1 f (x)dx ik oezp .[1, ) lr zcxei zipehepen .zqpkzn un = Sn - In :egiked f (x) 0 n .Sn = k=1 f (k) - log n .1 .qpkzn 1 1 + 2 + 1 + + 3 1 n ik e`xd .2 : 4 libxz .limx f (x) = 0 ik egiked .qpkzn 0 f (x)dx ik oezpe deey dcina dtivx f (x) idz .1 .mcew sirq i"r R - a deey dcina dtivx dpi` f (x) = sin(x2 ) ik egiked .2 1 ...
View Full Document

This note was uploaded on 06/27/2008 for the course MATH Infi 2 taught by Professor Benyamini during the Spring '08 term at Technion.

Ask a homework question - tutors are online