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Solve the given differential equation. x²y" + 8 x y' + 6 y = 0 O y = C1x=l + C2x-6 O y = C1x + C2x° O y = C1x + C2x-6 O y = C\x-l + C2 x°

Solve the given differential equation. x²y" + 8 x y' + 6 y = 0 O y = C1x=l + C2x-6 O y = C1x + C2x° O y = C1x + C2x-6 O y = C\x-l + C2 x°

Advanced Engineering Mathematics
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
Solve the given differential equation. x²y" + 8 x y + 6 y = 0 O y = C1x=l + C2x-6 O y = C1x + C2x O y = C1x + C2x-6 O y = C1x¬l + C2 x6
Transcribed Image Text:Solve the given differential equation. x²y" + 8 x y + 6 y = 0 O y = C1x=l + C2x-6 O y = C1x + C2x O y = C1x + C2x-6 O y = C1x¬l + C2 x6
Write the solution of the given initial- value problem in form, x (t) = A sin(ot + ¢). x" + x = 0 x (0) -4 , x' (0) = 3 O x (t) = sin(t + 0.927) O x (t) = 5 sin(t – 0.927) O x (t) = 5 sin(t + 0.927) %3D O x (t) = sin(t – 0.927)
Transcribed Image Text:Write the solution of the given initial- value problem in form, x (t) = A sin(ot + ¢). x" + x = 0 x (0) -4 , x' (0) = 3 O x (t) = sin(t + 0.927) O x (t) = 5 sin(t – 0.927) O x (t) = 5 sin(t + 0.927) %3D O x (t) = sin(t – 0.927)
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