计算:(4x^2—x+1)/(3-10x+3x^2)—(2x^3—6x^2+4x)/(6x—20x^2+6x^3),一线速度等候,
人气:284 ℃ 时间:2020-03-15 23:34:55
解答
=(4x^2-x+1)/(3-10x+3x^2)-x(2x^2-6x+4)/x(6-20x+6x^2)
通分
=(8x^2-2x+2-2x^2+6x-4)/6-20x+6x^2
=(6x^2+4x-2)/6x^2-20x+6
=(6x-2)(x+1)/(6x-2)(x-3)
=(x+1)/(x-3)
推荐
- 解方程(-4x-5)2=(-2x+3)(-2x-3)-2(2x+3)(-3x+5)
- (6x+1)(4x+1)(3x+1)(2x+1)=41x^2速度,
- 有一串代数式:-x,2x^2,-3x^3,4x^4…,-19x^19,20x^20…
- 已知2x^+3x的值为82,求-4x^-6x+9的值.
- 14X-8X=12 20X-50=50 28+6X=88 24-3X=3 99X=100-X X+3=18 X-6=12 56-2X=20 4X+2=6 X+32=76
- 已知两边和夹角,求作一个三角形时的第一步应是
- 甲、乙两个工程队共同无耻一项工程,乙队先单独做1天,再由两队合作2天就可以完成全部工程.已知甲队与乙
- I would like _____more about the history of Spain in the future.
猜你喜欢