Let f be a function with the following Taylor series.2r(2) = E(2+3i)3n+1(3n+1)!Ifk is a non-negative integer then fk(-31)if k = 3n + 1if k = 3n or k = 3n + 2O None of theseO is equal to the aboveif k 3n + 1if k = 3n ork = 3n + 2O is equal to 2O is equal to the aboveif k = 3n + 1(2 if k = 3n or k = 3n + 2

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Let f be a function with the following Taylor series. r(2) = Eo 2 (2+3i)3n+1 (3n+1)! Ifk is a non-negative integer then f(-3i) if k = 3n +1 ifk =3n or k= 3n + 2 O None of these O is equal to the above if k = 3n + 1 ifk 3n or k = 3n + 2 O is equal to 2 O is equal to the above if k = 3n + 1 if k = 3n or k = 3n + 2

Let f be a function with the following Taylor series. r(2) = Eo 2 (2+3i)3n+1 (3n+1)! Ifk is a non-negative integer then f(-3i) if k = 3n +1 ifk =3n or k= 3n + 2 O None of these O is equal to the above if k = 3n + 1 ifk 3n or k = 3n + 2 O is equal to 2 O is equal to the above if k = 3n + 1 if k = 3n or k = 3n + 2

Algebra & Trigonometry with Analytic Geometry

13th Edition

ISBN:9781133382119

Author:Swokowski

Publisher:Swokowski

Chapter10: Sequences, Series, And Probability

Section: Chapter Questions

Problem 49RE

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