c) yp (x) = A sin3x Q.10) The recurrence relation which obtained from solving y" +y = 0 by using power series , is: %3D am a) am = (m + 2)(m + 1)am+2 b) am+2 %3D (m+2)(m+1) am c) am = -(m+ 2)(m + 1)am+2 d) am+2 %3D (m+2)(m+1) Q.11) Rewrite the series =3 am xm+1 involves xm: 100 as a single power series whose general term a) Em=s(am-1- am-4) xm c) azx* + Em=5(am-1-am-4)xm b) Em=4(am-1 - am-3) xm d) azx3 + Em=4(am-1- am-3) x™
c) yp (x) = A sin3x Q.10) The recurrence relation which obtained from solving y" +y = 0 by using power series , is: %3D am a) am = (m + 2)(m + 1)am+2 b) am+2 %3D (m+2)(m+1) am c) am = -(m+ 2)(m + 1)am+2 d) am+2 %3D (m+2)(m+1) Q.11) Rewrite the series =3 am xm+1 involves xm: 100 as a single power series whose general term a) Em=s(am-1- am-4) xm c) azx* + Em=5(am-1-am-4)xm b) Em=4(am-1 - am-3) xm d) azx3 + Em=4(am-1- am-3) 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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Transcribed Image Text:c) yp (x) :
Q.10) The recurrence relation which obtained from solving y" +y = 0 by using power series, is:
= A sin3x
am
a) am = (m + 2)(m + 1)am+2
b) am+2
%3D
(m+2)(m+1)
c) am =
-(m + 2)(m + 1)am+2
d) am+2
(m+2)(m+1)
as a single power series whose general tern
100
Q.11) Rewrite the series =3 am xm+1
involves xm:
a) Em=s(am-1 - am-4) xm
ат-4) хт
c) azx* + Em=5(am-1- am-4) xm
b) Em=4(am-1- am-3) xm
d) azx3 + Em=4(am-1- am-3) x™
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