原式
=a(a^2-1)/(a^2-1)+(a-1)/(a^2-1)-a^2(a+1)/(a^2-1)+2/(a^2-1)
=[a(a^2-1)+(a-1)-a^2(a+1)+2]/(a^2-1)
=(a^3-a+a-1-a^3-a^2+2)/(a^2-1)
=(-a^2+1)/(a^2-1)
=-1
此题如仍有疑问,欢迎追问!
原式
=a(a^2-1)/(a^2-1)+(a-1)/(a^2-1)-a^2(a+1)/(a^2-1)+2/(a^2-1)
=[a(a^2-1)+(a-1)-a^2(a+1)+2]/(a^2-1)
=(a^3-a+a-1-a^3-a^2+2)/(a^2-1)
=(-a^2+1)/(a^2-1)
=-1
此题如仍有疑问,欢迎追问!