Math262FinalExamination08

# Math262FinalExamination08 - : F-. w.@-&quot; 1 I I I McGill...

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: F-. w.@--" 1 I I I --r' N. Sancho Pror"W;'fonGiih This exam consists of the cover page and There a.re 90 ma,rks total for the ocam. I /f -{'1! YY . McGill Universitv T:f 1r r Y-t r acu\$y or rlngrneenng Final Examination Math 262 T r 1. ' t^l I t Intermedlate ualculus Date: Wednesday Dec. 17, 2008 i 1 --i Please answer all questions in the exam booklet provided. This is a closed book oca,m, Calculators are not permitted. Dlctionaries are not :allowed. l I

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Math 262 / Fall 2008 Dec. 17, 9:00a,m - 12:00pm Problem 1 (10 marks). Find the interval of convergence, including the end points, of the follqwing power series: .@.loo}n (') Ifil*-t)" (b) Ii ' ' ?^3r" -' '-t 4 4" Problem 2 (lq.marks). Consider the function /(o) : +. Use a series to {L*rJ approximate the value of /(0.1) with error at most L0-5. l,tProblem 3 (10 marks). Find the recurrence relation for the solutions to the dif- ferential equation (L - *)A" *,A :0 about the origin. Give the first three non-zero
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## This note was uploaded on 12/21/2010 for the course MATH 262 taught by Professor Faber during the Spring '08 term at McGill.

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Math262FinalExamination08 - : F-. w.@-&quot; 1 I I I McGill...

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