Find steady states of the differential equation

Question : Find steady states of the differential equation dy/dx =y(1-y)-a=f(y) where a is any parameter. Solution :\[\frac{dy}{dx}=y\left(1-y\right)-a=f(y) \] (1) Where a is any parameter. We shall obtain Steady states of the given differential equation as follows We shall solve…

This Question has been answered. 

Please Subscribe to See Answer or To Get Homework Help