22X×0.12÷0.75 100000=12X-1000000方式式解析

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[(x+2)/(x²+2x)-(x-1)/(x²-4x+4)]÷(x-4)/x

[(x+2)/(x*x-2x)-(x-2)/(x*x-4x+4)]/[(x-4)/x]=[(x+2)/x(x-2)-(x-2)/(x-2)²]/[(x-4)/x]=[(x²-4-x

x²-1/x²-2x+1÷x+1/x-1 X 1-x/1+x

=(x+1)(x-1)(x+1)x-1--------------÷------×-----(x-1)^2(x-1)x+1=x+1---x-1

(x+1-1/1-x)÷(x-x²/x-1) (x-4/x-x-6+ x+2/x-3)÷x+1/x-3

(x+1-1/1-x)÷(x-x²/x-1)=[(x+1)+1/(x-1)]×[-(x-1)/x(x-1)]=(x²-1+1)/(x-1)×(-1/x)=-x/(x-1)(x-4/

先简化,再求值:x−22x−6÷(−5x−3−x−3)

原式=x−22(x−3)÷−(x−2)(x+2)x−3=x−22(x−3)×x−3−(x−2)(x+2)=1−2(x+2),当x=2-2时,原式=-122=-24.

x-2/x-1÷(x+1-3/x-1)

解题思路:分式的混合运算,按照分式运算法则进行计算。解题过程:

[1-x+(x-1/x)]÷[1-(1/x+1)]

先化简去掉中括号:(1-x+x-1/x)÷(1-1/x-1)再化简:(1-1/x)÷(-1/x)=(1-1/x)x(-x)=1-x

(2x-6)/(x²-4x+4)÷(3-x)/(x²+6x+9)×(2-x)/(x+3)

(2x-6)/(x²-4x+4)÷(3-x)/(x²+6x+9)×(2-x)/(x+3)=2(x-3)/(x-2)^2X(x+3)^2/(3-x)X(2-x)/(x+3)=2(x-

(2011•香坊区模拟)先化简再求代数式x−22x+2÷(x−1−3x+1)

原式=x−22(x+1)×x+1(x+2)(x−2)=12x+4;∵x=tan60°-2=3-2,∴原式=12x+4=123=36.

先化简(x平方-4x+4)/(x平方-2x)÷(x-4/x)

(x²-4x+4)/(x²-2x)÷(x-4/x)=(x-2)²/[x(x-2)]÷[(x²-4)/x]=(x-2)²/[x(x-2)]÷[(x+2)

(4x+2)/x+(4x-22)/(x-5)=(x-6)/(x-4)+(7x+9)/(x+1)

/>(4X+2)/X+【4(X-5)-2】/(X-5)=【(X-4)-2】/(X-4)+【7(X+1)+2】/(X+1)4+2/X+4-2/(X-5)=1-2/(X-4)+7+2/(X+1)8+2/X

(x-22)+(x-24)+(x-27)+(x-20)=x

(x-22)+(x-24)+(x-27)+(x-20)=xx-22+x-24+x-27+x-20=x4x-93=x4x-x=933x=93x=31

8.4x-x= 0.12

8.4x-x=0.127.4x=0.12x=0.01621621621621621621621621621622162是无限循环.

计算:2x/(x-2)(x+1)÷(1-x/x+1)-x²+2x/x²-4?

2x/(x-2)(x+1)÷(1-x/x+1)-x²+2x/x²-4?=2x/(x-2)(x+1)×(x+1)/(1-x)-x(x+2)/(x+2)(x-2)=2x/(x-2)(1

化简 (3x/x-1 -x/x+1)÷x/x²-1

=【3x(x+1)-x(x-1)]/(x+1)(x-1)×(x+1)(x-1)/x=(3x²+3x-x²+x)/x=4

x-4x=102 x-0.8x=22

x-4x=102-3x=102x=-34x-0.8x=220.2x=22x=110

先化简再求值[3x/(x+2)-x/(x-2)]÷2x/(x^2-4)

[3x/(x+2)-x/(x-2)]÷2x/(x^2-4)分子分母同时乘以x²-4=[3x(x-2)-x(x+2)]/2x=(3x²-6x-x²-2x)/2x=(2x&#

x(2-1/x)+x/(x^2-2x)÷(3-x)/(x^2-4)

x(2-1/x)+x/(x^2-2x)÷(3-x)/(x^2-4)=x((2x-1)/x)+x/(x^2-2x)x(x^2-4)/(3-x)=(2x-1)+(x+2)/(3-x)=(7x-3-2x^2

1.(1+2/X-X+1/X-2)÷X+4/X²-2X

你的括号丢得太多了,我猜猜猜1、实在猜不出来,哪里该有括号2、2X/(2X-1)+X/(X-2)=2[2X(X-2)+X(2X-1)]/(2X-1)(X-2)=22X^2-4X+2X^2-X=4X^2