RentonT
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Homework Statement
"Solve this differential equation algebraically, subject to the initial condition that y=10 at t=0
Homework Equations
\frac{dy}{dt} = 2y*\frac{1000-y}{1000}
The Attempt at a Solution
I first reduced the right side to \frac{-y^2}{500} + 2y
After that I separated the variables, but I don't know how to integrate that function.
Can anyone point me in the right step?
\int \frac {dy}{\frac{-y^2}{500}+2y}
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