(a+2/a^2-2a-a-1/a^2-4a+4)/4-a/a

如题所述

[(a+2)/(a²-2a) -(a-1)/(a²-4a+4)]/[(4-a)/a]
=[(a+2)/a(a-2) -(a-1)/(a-2)²]a/(4-a)
=[(a+2)(a-2)-a(a-1)]a/[(4-a)a(a-2)²]
=(a²-4-a²+a)/[(a-2)²(4-a)]
=(a-4)/[(a-2)²(4-a)]
=-1/(a-2)²
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第1个回答  2013-05-09
4-a/a^2-2a/(a+2/a^2-2a-a-1/a^2-4a+4)
=(4-a)/a(a-2)÷[(a+2)/a(a-2)-(a-1)/(a-2)²]
=(4-a)/a(a-2)÷[(a²-4-a²+a)/a(a-2)²]
=(4-a)/a(a-2)÷[(a-4)/a(a-2)²]
=-1/(a-2)
=1/(2-a)

计算(A+2\/A^2-2A-A-1\/A^2-4A+4)*A-2\/A÷4-A\/A^2
【(A + 2)\/ (A ² - 2 A)- (A - 1)\/ (A ² - 4 A + 4)】 × (A - 2)\/ A ÷ (4 - A)\/ A ²= 【(A + 2)\/ A(A - 2)- (A - 1)\/ (A - 2)² 】× (A - 2)\/ A × A ² \/ (4 - A)= 【(A +...

...a-2\/a^2+2a - a-1\/a^2+4a+4)÷a-4\/a+2 其中a满足 a^2+2a-1=0...
[(a-2)\/(a^2+2a)-(a-1)\/(a^2+4a+4)]\/a-4\/a+2,其中a满足a^2+2a-1=0 因为a^2+2a-1=0, 所以a^2+2a=1, 所以[(a-2)\/(a^2+2a)-(a-1)\/(a^2+4a+4)]\/[(a-4)\/(a+2) =[(a-2)\/a(a+2)-(a-1)\/(a+2)^2]*[(a+2)\/(a-4)] =[(a-2)(a+2)\/....

(a+2)\/(a^2-2a)-(a-1)\/(a^2-4a+4)*(a^2-2a)\/(4-a)怎么做
原式=(a+2)\/a(a-2)-(a-1)\/(a-2)^2*a(a-2)\/(4-a)=(a+2)\/a(a-2)+a(a-1)\/(a-2)(a-4)=[(a+2)(a-4)+a^2(a-1)]\/a(a-2)(a-4)=(a^2-2a-8+a^3-a^2)\/a(a-2)(a-4)=(a^3-2a-8)\/a(a-2)(a-4)

...2\/(a^2+2a)-a-1\/(a^2+4a+4))÷a-4\/a+2,其中a=√2-1
我的 先化简,再求值:(a-2\/(a^2+2a)-a-1\/(a^2+4a+4))÷a-4\/a+2,其中a=√2-1 1个回答 #热议# 什么样的人容易遇上渣男?d1353568405 2013-03-09 · TA获得超过5001个赞 知道小有建树答主 回答量:1116 采纳率:100% 帮助的人:633万 我也去答题访问个人页 关注 展开全部 来自:...

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