38．定义函数min{f(x),g(x)}={f(x),f(x)⩽g(x)g(x)⋅f(x)>g(x)min\left\{{f(x),g(x)}\right\}=\left\{{\left.\begin{array}{l}{f(x),f(x)\leqslant g(x)}\\ {g(x)\cdot f(x)>g(x)}\end{array}\right.}\right.min{f(x),g(x)}={f(x),f(x)⩽g(x)g(x)⋅f(x)>g(x)，设h(x)=min{∣∣x−1∣−1∣h(x)=min\{\vert \vert x-1\vert -1\verth(x)=min{∣∣x−1∣−1∣，x2+ax−3a−8}x^{2}+ax-3a-8\}x2+ax−3a−8}，若h(x)=0h(x)=0h(x)=0含有3个不同的实数拫，则实数aaa的取值范围是 ___−4<a<−83-4<a<-\frac{8}{3}−4<a<−38[或]a=−8a=-8a=−8___．