Question: A solution $y=e^{x} sin x$ Find the 2 nd order homogeneous linear differential equation with constant Select answer: $$ begin{array{1) y{prime prime) -2 y^{prime}+2 y=0

$A solution $y=e^{x} \sin x$ Find the 2 nd order homogeneous$

A solution $y=e^{x} \sin x$ Find the 2 nd order homogeneous linear differential equation with constant Select answer: $$ \begin{array{1) y"{\prime prime) -2 y^{\prime}+2 y=0 W y^{\prime prime) ty=0 \end{array) $$ $$ \begin{array}{1} ya {\prime prime) +2 y^{\prime) +2 y=0 W y^{\prime \prime) +2 y^{\prime}+y=0 y {\prime prime)+2 y^{\prime}+4 y=0 \end{array} $$ SP SD. 422

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