分解因式1、x²-6xy+9y²-5xz+15yz+6z² 2、x²-xy-2y
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分解因式1、x²-6xy+9y²-5xz+15yz+6z² 2、x²-xy-2y²
x²-6xy+9y²-5xz+15yz+6z²
=(x-3y)²-5z(x-3y)+6z²
=(x-3y-2z)(x-3y-3z)
x²-xy-2y²
=(x-2y)(x+y)
再问: 已知1/x-1/y=3,求5x+xy-5y/x-xy-y
再答: 1/x-1/y=3, (y-x)/xy=3 y-x=3xy x-y=-3xy (5x+xy-5y)/(x-xy-y) =[5(x-y)+xy]/(x-y-xy) =[5*(-3xy)+xy]/(-3xy-xy) =-14xy/(-4xy) =7/2
再问: x/y=2,求分式x²-xy+3y²/x²+xy+6y²
再答: (x²-xy+3y²)/(x²+xy+6y²)(分子分母同时除以y²) =(x²/y²-xy/y²+3y²/y²)/(x²/y²+xy/y²+6y²/y²) =(x²/y²-x/y+3)/(x²/y²+x/y+6) =(2²-2+3)/(2²+2+6) =5/12
=(x-3y)²-5z(x-3y)+6z²
=(x-3y-2z)(x-3y-3z)
x²-xy-2y²
=(x-2y)(x+y)
再问: 已知1/x-1/y=3,求5x+xy-5y/x-xy-y
再答: 1/x-1/y=3, (y-x)/xy=3 y-x=3xy x-y=-3xy (5x+xy-5y)/(x-xy-y) =[5(x-y)+xy]/(x-y-xy) =[5*(-3xy)+xy]/(-3xy-xy) =-14xy/(-4xy) =7/2
再问: x/y=2,求分式x²-xy+3y²/x²+xy+6y²
再答: (x²-xy+3y²)/(x²+xy+6y²)(分子分母同时除以y²) =(x²/y²-xy/y²+3y²/y²)/(x²/y²+xy/y²+6y²/y²) =(x²/y²-x/y+3)/(x²/y²+x/y+6) =(2²-2+3)/(2²+2+6) =5/12
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