1.约分:a²-3a+2/a²-4a+3 2.化简:(1)3+2x-x²/x²-7x+12 (2)二分之一x3.如果x/2=y/3=z/4≠0,那么x+y+z/x+y+z的值是:A .7 B.8 C.9 D.10
问题描述:
1.约分:a²-3a+2/a²-4a+3 2.化简:(1)3+2x-x²/x²-7x+12 (2)二分之一x
3.如果x/2=y/3=z/4≠0,那么x+y+z/x+y+z的值是:
A .7 B.8 C.9 D.10
答
(a^2-3a+2)/(a^2-4a+3)=(a-2)(a-1)/[(a-3)(a-1)]=(a-2)/(a-3)
(3+2x-x^2)/(x^2-7x+12)=-(x-3)(x+1)/[(x-3)(x-4)]=-(x+1)/(x-4)=(x+1)/(4-x)
答
1、a²-3a+2/a²-4a+3 =(a-1)(a-2)/[(a-1)(a-3)]=(a-2)/(a-3)
2、3+2x-x²/x²-7x+12 =-(a-3)(a+1)/[(a-3)(a+4)]=-a+1/a+4
答
1、a²-3a+2/a²-4a+3 =(a-2)(a-1)/(a-3)(a-1)=(a-2)/(a-3)
2 、 3+2x-x²/x²-7x+12 =-(x-3)(x+1)/(x-3)(x-4)=-(x+1)/(x-4)
答
1、a²-3a+2/a²-4a+3=(a-1)(a-2)/(a-1)(a-3)=(a-2)/(a-3)
(1)、3+2x-x²/x²-7x+12=(3-x)(1+x)/(x-3)(x-4)=(1+x)/(4-x)
(2)、