1)原式=[ab/(a-b)^2]/[ab/(a+b)(a-b)]+1
=(a+b)(a-b)/(a-b)^2+1
=(a+b)/(a-b)+1
=2a/(a-b)
2)化简原式=[2(x-3)-2(x+3)+2x+18]/(x^2-9)
=2(x+3)/(x+3)(x-3)
=2/(x-3)
为整数
则x-3=-2或-1或1或2
x=1,2,4或5
1)原式=[ab/(a-b)^2]/[ab/(a+b)(a-b)]+1
=(a+b)(a-b)/(a-b)^2+1
=(a+b)/(a-b)+1
=2a/(a-b)
2)化简原式=[2(x-3)-2(x+3)+2x+18]/(x^2-9)
=2(x+3)/(x+3)(x-3)
=2/(x-3)
为整数
则x-3=-2或-1或1或2
x=1,2,4或5