There is a function called Si(x) = x− x 3 (3)(3!)+ x 5 (5)(5!)− x 7 (7)(7!) ... = P∞ k=1(−1)k+1 x 2k−1 (2k−1)((2k−1)!) (omit checking the interval of convergence) 10. There is a function called Si(x) = x-30 .. = E1(-1)*+ 2k-1)(2k-1)!)(omit checking the interval of convergence)x7(3)(3!) †(5)(5!) (7)(7!)***x2k-1doidw ot to sonlev s biie(9nd leon oda o levrod nogo an eda. Find the series for xSi(³)pe su oborb. Find the series for Si(x) oo iToa eidi doilw ol lo orlev lle baid ddx

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Answered: 10. There is a function called Si(x) =…

Advanced Engineering Mathematics

10th Edition

ISBN:9780470458365

Author:Erwin Kreyszig

Publisher:Erwin Kreyszig

Chapter2: Second-order Linear Odes

Section: Chapter Questions

Problem 1RQ

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There is a function called Si(x) = x− x 3 (3)(3!)+ x 5 (5)(5!)− x 7 (7)(7!) ... = P∞ k=1(−1)k+1 x 2k−1 (2k−1)((2k−1)!) (omit checking the interval of convergence)

10. There is a function called Si(x) = x-30 .. = E1(-1)*+ 2k-1)(2k-1)!)
(omit checking the interval of convergence)
x7
(3)(3!) †(5)(5!) (7)(7!)***
x2k-1
doidw ot to sonlev s biie
(9nd leon oda o levrod nogo an ed
a. Find the series for xSi(³)
pe su obor
b. Find the series for Si(x) oo iToa eidi doilw ol lo orlev lle baid d
dx

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