On the recursive sequence xn=axn−1+bxn−2c+dxn−1xn−2

In this paper, we study the invariant intervals, the global attractivity of the equilibrium points, and the asymptotic behavior of the solutions of the difference equationxn=axn−1+bxn−2c+dxn−1xn−2,n=1,2,…,where a⩾0,b,c,d>0.