先化简 再求值

问题描述:

先化简 再求值
a的平方-1分之a-2÷(1-a-1分之2a-3)其中,a的平方,a-1是分母


(a-2)/(a²-1)÷[1-(2a-3)/(a-1)]
=(a-2)/(a-1)(a+1)÷[(a-1)/(a-1)-(2a-3)/(a-1)]
=(a-2)/(a-1)(a+1)÷(2-a)/(a-1)
=-(2-a)/(a-1)(a+1)×(a-1)/(2-a)
=-1/(a+1)=(a-2)/(a-1)(a+1)��(2-a)/(a-1)��ʲô��˼��(a-1)/(a-1)ȥ�Ķ������ӷ�ĸ�������(a-1)Լ����