(x^2-5)^2+8(5-x^2)+16

问题描述:

(x^2-5)^2+8(5-x^2)+16

(x²-5)²+8(5-x²)+16=(x²-5)²-8(x²-5)+16=(x²-5-4) ²=(x²-9)²

(x^2-5)^2+8(x^2-5)+16
=(x^2-5+4)^2
=(x^2-1)^2
=(x+1)^2 *(x-1)^2
望采纳.