求导数f'=2ax+2/(x-1)在[-3,-2]大于等于0恒成立。2ax+2/(x-1)>=0ax>=1/(1-x)a<=1/(x-x^2)在【-3,-2】上,-12<=x-x^2<=-6,所以,-1/6<=1/(x-x^2)<=-1/12所以,a<=min{1/(x-x^2)}=-1/6