ENGR 213 Lecture Notes - Lecture 20: Cumin, Itz
28 Apr 2017
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Document Summary
Ex. a) is on infinite series of the fun : (1) Icu ( x . af = cote , ( . a) +4 ( x . oft skate The series of the four shown in ( l) said to is be centered in it. Convergence ftp. slsncxy-fg. gl#acxail exists them the power series ( i) is caught . 2) interval ofcmvugeua has on intend way power of convergence ( ie series the set of mel number for which tee sans converges (r) - every power convergence radius of convergence : ; ( r . a ,r a < o. ; pmer images rugs for series its cents series on if r a. Leu ( xn of i conveys fn any. X in in the interval of convergence and x not being on end of theinterval. I the cannot convergent not cmmgut seriesis determine. L < i out series converges power abs.
