+ by = e, y(0) = 0,y (0) = 0,y"(0)=0 Let u (t) = y(t), (t) =y'(t), u() y"(t). The given IVP Is equivalent to the system: U'(t) = F(t, U), U(0) = And: In F(,UO) - F(LUC) - e+2u, +5u, - 6u le+2u, + 5u,-6u the answer is: the answer FICU)) F(t U))- 2x Su 6u Su 6u

Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
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y"-Zy"-Sy + 6y = e, y(0) = 0,y'(0) = 0,y"(0) = 0
Let u (t) = y(t), (t) =y'(t),u() y"(t). The given IVP Is equivalent to the system:
U'(t) = F(t.U), U(0) =
And:
(LU) -
e+2u, + 5u, - 6u
the answer is:
the answer
F(L UG)
e2 S
Transcribed Image Text:y"-Zy"-Sy + 6y = e, y(0) = 0,y'(0) = 0,y"(0) = 0 Let u (t) = y(t), (t) =y'(t),u() y"(t). The given IVP Is equivalent to the system: U'(t) = F(t.U), U(0) = And: (LU) - e+2u, + 5u, - 6u the answer is: the answer F(L UG) e2 S
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