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dy/dx=(8x^(3))*e^(-2y) ; y(1)=0
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Separable \[\Large \frac{dy}{dx}=(8x^{3})e^{-2y} \\ \\ \Large \int\limits \frac{1}{e^{-2y}}dy=8\int\limits x^3dx\] \[\Large \int\limits\limits e^{2y}dy=8\int\limits\limits x^3dx\] Power rule for both integral
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