Completly stuck and do not have a clue, please help! I need to find in implicit form the general solution of the differential equation:

$\displaystyle \frac{dy}{dx} = 3y^2e^{-2x}\sqrt{8+e^{-2x}}$

This is then followed by finding the corresponding particular solution (in implicit form) that satisfies the initial condition:

y=1/6 when x=0

Many thanks