Verify that $y$ is a general solution of the differential equation. Then find a particular solution of the differential equation that satisfies the side condition.\\ $y = Cx^2 - 9x$; $y' - 2(\frac{y}{x}) = -9$; $y(1) = -9$
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The differential equation is not provided, so we cannot verify if y is a general solution without knowing the specific differential equation. Show more…
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