x"(t)– 3x'(t)– y' (f)+ 2 y(t)= 14t + 3 x'(t)– 3x(t)+ y'(1)= 1 x (0) = 0 x'(0) =0 y (0) = 6.5 - where:

Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
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Chapter2: Second-order Linear Odes
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solve the differential equation

x"(t)– 3x'(t)– y'(t)+ 2 y(t)= 141 + 3
x'(t)– 3x(t)+ y'(t)= 1
х (0) 3D 0
x'(0) =0
y (0) = 6.5
=
where:
Transcribed Image Text:x"(t)– 3x'(t)– y'(t)+ 2 y(t)= 141 + 3 x'(t)– 3x(t)+ y'(t)= 1 х (0) 3D 0 x'(0) =0 y (0) = 6.5 = where:
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