Find the function $y = y(x)$, given \\ $\frac{dy}{dx} = (x - 9)e^{-2y}$, $y(9) = \ln(9)$.

          Find the function $y = y(x)$, given \\
$\frac{dy}{dx} = (x - 9)e^{-2y}$,     $y(9) = \ln(9)$.

James Stewart 8th Edition

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Step 1: We are given the differential equation dy = (-9)e^r dr. Show more…

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Find the function y = y(z) , given dy =(-9)e dr y(9) = In(9) .

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