已知︱3a-b+1︱+〖(3a-3⼀2 b)〗^2=0,求b^2⼀(a+b)÷【(b⼀(a-b))×(ab⼀(a+b))】的值。

2024-12-25 18:50:17
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回答1:

︱3a-b+1︱+〖(3a-3/2 b)〗^2=0,
3a-b+1=0且(3a-3/2 b)=0
解得 a= -1 ,b= -2

b^2/(a+b)÷【(b/(a-b))×(ab/(a+b))】
=b²/(a+b) × (a+b)(a-b)/ab²
=(a-b)/a
=( -1+2)/(-1)
= -1