6) Solve the nonhomogeous equation y" + y² - 2y = xe ² explaining clearly each step.

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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Question
Question 6
Solve 2
dy + y
dx
a) y (o) = 1
b)
y (0) = S
7)
4 - With explanation, find the particular solution of
X > D
satisfy y(1) = -2
= 3 using the initial Condition
3xy¹ - y =
Inx rd,
5. Given that the particular soloutiva of y" - y² = (os x+^x
yp = Arosx +Bsinx. With explanation.
Determine the coefficients A and A.
hus the form
6) Solve the nonhomogeous equation y' + y² = 2y = xe ²
explaining clearly each step.
2t
solve ÿ -sÿ - 4 = 3e²
by explaing all the steps involved.
with y[s] = 1 and
}
glo1=0
3) with good explanation, solve the culos equaton
·x²y¹l - 5xy' + gy =O
9) Find the general solution to y' + soy' + you by the pour
Series methodi
Transcribed Image Text:Solve 2 dy + y dx a) y (o) = 1 b) y (0) = S 7) 4 - With explanation, find the particular solution of X > D satisfy y(1) = -2 = 3 using the initial Condition 3xy¹ - y = Inx rd, 5. Given that the particular soloutiva of y" - y² = (os x+^x yp = Arosx +Bsinx. With explanation. Determine the coefficients A and A. hus the form 6) Solve the nonhomogeous equation y' + y² = 2y = xe ² explaining clearly each step. 2t solve ÿ -sÿ - 4 = 3e² by explaing all the steps involved. with y[s] = 1 and } glo1=0 3) with good explanation, solve the culos equaton ·x²y¹l - 5xy' + gy =O 9) Find the general solution to y' + soy' + you by the pour Series methodi
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