Question
Asked Apr 12, 2019
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Solve the differential equation by construction the general solution from the complementary and particular functions:

    y(x) = yc(x) + yp(x)

    yc(x) complementary function

    yp(x) particular function

Solve:

 

 

d2
dx2
2
+4y=x' sin 2x
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d2 dx2 2 +4y=x' sin 2x

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Expert Answer

Step 1

To solve the given second order inhomogeneous equation

Step 2

First solve the homogeneous part (finding CF, complementary function)

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Step 3

Next , we apply the method of variation of parame...

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