Solve the following differential equation 6 πsin πx y'+- -y= y(1)= 4, ,5 Select one: O a. y(x)= О а. 1 (6cos TX+2) . O b. y(x)= - 6cos TX- 2) O c. y(x)= . 1 (-6сos пx +2) %3D O d. y(x)= (6cos TTX -2) %3D O e. y(x)= 1 -6 лсоs пх— 2)

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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Solve the following differential equation
6 TTsin TX
5
y' +y=
y(1)=4,
+s
Select one:
1
O a. y(x)= (6cos TX+2)
%3D
O b. y(x)=
1
- 6cos TX – 2)
%3D
O c. y(x)=
1
(-6cos Tx+2)
1
O d. y(x) %3D — (6сos TX — 2)
1
О е. у(х) %3 — (-6 псos Tх - 2)
Transcribed Image Text:Solve the following differential equation 6 TTsin TX 5 y' +y= y(1)=4, +s Select one: 1 O a. y(x)= (6cos TX+2) %3D O b. y(x)= 1 - 6cos TX – 2) %3D O c. y(x)= 1 (-6cos Tx+2) 1 O d. y(x) %3D — (6сos TX — 2) 1 О е. у(х) %3 — (-6 псos Tх - 2)
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