1. Find the general solution of the linear differential equation using undetermined coefficients, variation of parameters and reduction of order. y" – y = cos x – 5 sin(2.x) = COS 5 sin(2x)

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Chapter2: Second-order Linear Odes
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1. Find the general solution of the linear differential equation using
undetermined coefficients, variation of parameters and reduction of order.
y" – y = cos x – 5 sin(2.x)
= COS
5 sin(2x)
Transcribed Image Text:1. Find the general solution of the linear differential equation using undetermined coefficients, variation of parameters and reduction of order. y" – y = cos x – 5 sin(2.x) = COS 5 sin(2x)
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