1.已知 x/a-b=y/b-c=z/c-a,若a不等于b不等于c,求x+y+z.2.已知a+b+c=0,求a(1/b+1/c)+b(1/c+1/a)+c(1/a+1/b)的值.3.化简:[(x+2)/(x^2+2x)-(x-1)/(x^2--4x+4)]/(x-4/x)*(2-x)^24.化简;(1/2x+6)+(1/3-x)+[x/2(x^2-9)3.[(x+2)/(x

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1.已知 x/a-b=y/b-c=z/c-a,若a不等于b不等于c,求x+y+z.2.已知a+b+c=0,求a(1/b+1/c)+b(1/c+1/a)+c(1/a+1/b)的值.3.化简:[(x+2)/(x^2+2x)-(x-1)/(x^2--4x+4)]/(x-4/x)*(2-x)^24.化简;(1/2x+6)+(1/3-x)+[x/2(x^2-9)3.[(x+2)/(x
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1.已知 x/a-b=y/b-c=z/c-a,若a不等于b不等于c,求x+y+z.2.已知a+b+c=0,求a(1/b+1/c)+b(1/c+1/a)+c(1/a+1/b)的值.3.化简:[(x+2)/(x^2+2x)-(x-1)/(x^2--4x+4)]/(x-4/x)*(2-x)^24.化简;(1/2x+6)+(1/3-x)+[x/2(x^2-9)3.[(x+2)/(x
1.已知 x/a-b=y/b-c=z/c-a,若a不等于b不等于c,求x+y+z.
2.已知a+b+c=0,求a(1/b+1/c)+b(1/c+1/a)+c(1/a+1/b)的值.
3.化简:[(x+2)/(x^2+2x)-(x-1)/(x^2--4x+4)]/(x-4/x)*(2-x)^2
4.化简;(1/2x+6)+(1/3-x)+[x/2(x^2-9)
3.[(x+2)/(x^2+2x) - (x-1)/(x^2--4x+4)] /(x-4/x) *(2-x)^2
全隔开啦

1.已知 x/a-b=y/b-c=z/c-a,若a不等于b不等于c,求x+y+z.2.已知a+b+c=0,求a(1/b+1/c)+b(1/c+1/a)+c(1/a+1/b)的值.3.化简:[(x+2)/(x^2+2x)-(x-1)/(x^2--4x+4)]/(x-4/x)*(2-x)^24.化简;(1/2x+6)+(1/3-x)+[x/2(x^2-9)3.[(x+2)/(x
1.设 x/a-b=y/b-c=z/c-a=k,
x=ka-kb,
y=kb-kc,
z=kc-ka,
三式相加,
x+y+z=ka-kb+kc-ka+kc-ka=0,
x+y+z=0
2,
a(1/b+1/c)+b(1/c+1/a)+c(1/a+1/b)
=a/b+a/c+b/c+b/a+c/a+c/b
=(a+c)/b+(a+b)/c+(b+c)/a
=-1-1-1=-3
3,?
4.
(1/2x+6)+(1/3-x)+[x/2(x^2-9)]
=1/2(x+3)-1/(x-3)+x/2(x^2-9)
=[(x-3)-(x+3)]/(x^2-9)+x/2(x^2-9)
=(x-12)/2(x^2-9)

我也是初一的,呵呵,交个朋友吧!
1.设 x/a-b=y/b-c=z/c-a=k,
x=ka-kb,
y=kb-kc,
z=kc-ka,
三式相加,
x+y+z=ka-kb+kc-ka+kc-ka=0,
x+y+z=0
2,
a(1/b+1/c)+b(1/c+1/a)+c(1/a+1/b)
=a/b+a/c+b/c+b...

全部展开

我也是初一的,呵呵,交个朋友吧!
1.设 x/a-b=y/b-c=z/c-a=k,
x=ka-kb,
y=kb-kc,
z=kc-ka,
三式相加,
x+y+z=ka-kb+kc-ka+kc-ka=0,
x+y+z=0
2,
a(1/b+1/c)+b(1/c+1/a)+c(1/a+1/b)
=a/b+a/c+b/c+b/a+c/a+c/b
=(a+c)/b+(a+b)/c+(b+c)/a
=-1-1-1=-3
3,?
4.
(1/2x+6)+(1/3-x)+[x/2(x^2-9)]
=1/2(x+3)-1/(x-3)+x/2(x^2-9)
=[(x-3)-(x+3)]/(x^2-9)+x/2(x^2-9)
=(x-12)/2(x^2-9)

收起

1.设x/(a-b)=y/(b-c)=z/(c-a)=k
x=(a-b)k,y=(b-c)k,z=(c-a)k
x+y+z=ak-bk+bk-ck+ck-ak=0
2.原式=(b+c)/a+(a+b)/b+(b+c)/a
=(a+b+c)/a+(a+b+c)/b+(a+b+c)/a-1-1-1
∵a+b+c=0
...

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1.设x/(a-b)=y/(b-c)=z/(c-a)=k
x=(a-b)k,y=(b-c)k,z=(c-a)k
x+y+z=ak-bk+bk-ck+ck-ak=0
2.原式=(b+c)/a+(a+b)/b+(b+c)/a
=(a+b+c)/a+(a+b+c)/b+(a+b+c)/a-1-1-1
∵a+b+c=0
∴原式=-3
3原式=[(x+2)/(x+2)x-(x-1)/(x-2)²]/[(x²-4)/x]×(2-x)²
余下自己化简(第三题中--)是加还是减
4((1/2x+6)+(1/3-x)+[x/2(x^2-9)]
=1/2(x+3)-1/(x-3)+x/2(x^2-9)
=[(x-3)-(x+3)]/(x^2-9)+x/2(x^2-9)
=(x-12)/2(x^2-9)
(x^2-9) 是分母还是分子,用括号。

收起

我高二了,为虾米我一点也看不懂???