Suppose that a population model is the logistic model with harvesting term h, a constant.

dN/dt=rN(1-(alpha)*(N))-h

r,h,alpha +ve constants

1.)assume r>4h(alpha).find and classify the steady states N_1 and N_2 where N_1<N_2.

I can find steady states of normal differential equations and sub in x=whatever when f(x)=0 but i dont have a clue what this is asking of me. any useful sites would be much appreciated also.