0). Given that y1(t)=t3, y2(t)=te^t are the t | StudyZin" /> 0). Given that y1(t)=t3, y2(t)=te^t are the t | StudyZin" />
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  3. consider the equation t^2 -y\"-t(t+2)y'+(t+2)y=2t^

Consider the equation t^2 -y\"-t(t+2)y'+(t+2)y=2t^3, (t>0). Given that y1(t)=t3, y2(t)=te^t are the two fundamental solutions of the...

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Advance Math

Consider the equation t^2 -y\"-t(t+2)y'+(t+2)y=2t^3,(t>0). Given that y1(t)=t3, y2(t)=te^t are the two fundamentalsolutions of the corresponding homogeneous equation, find thegeneral solution of the nonhomogeneous equation.

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