初二计算题
1》[(4x-3y)/(3xy²z)]-[(2y-5z)/(3xy²z)]-[(4x+5z)/(3xy²z)]2》[3/(x-4)]-[24...
1》[(4x-3y)/(3xy²z)]-[(2y-5z)/(3xy²z)]-[(4x+5z)/(3xy²z)]
2》[3/(x-4)]-[24/(x²-16)]
3》[(a²+b²)/(a-b)]-a-b
4》[7/(2x²+6x)]-[(11-2x²)/(9-x²)]+2 展开
2》[3/(x-4)]-[24/(x²-16)]
3》[(a²+b²)/(a-b)]-a-b
4》[7/(2x²+6x)]-[(11-2x²)/(9-x²)]+2 展开
1个回答
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1.原式=[(4x-3y-2y-5z-4x+5z)]/3xy2z
=(-5y)/3xy2
=-5/3xy
2.原式=3/(x-4) -24/(x2-16)
=(3x+12-24)/(x2-16)
=(3x-12)/[(x-4)·(x+4)]
=3/(x+4)
3.原式=[(a2+b2)/(a-b) ]-[(a+b)(a-b)/(a-b)]
=(a2-b2)/(a-b)
=2b2/(a-b)
4.原式=[7/2x(x+3)]-[(11-2x2)/(9-x2)]+2
=[7(x-3)/2x(9-x2)]-[(22x-4x3)/2x(9-x2)]+[(36x-4x3)/2x(9-x2)]
=(21x-21)/(18x-2x3)
注:平方是2,立方是3 上面没有乘号勿把x看做乘号
=(-5y)/3xy2
=-5/3xy
2.原式=3/(x-4) -24/(x2-16)
=(3x+12-24)/(x2-16)
=(3x-12)/[(x-4)·(x+4)]
=3/(x+4)
3.原式=[(a2+b2)/(a-b) ]-[(a+b)(a-b)/(a-b)]
=(a2-b2)/(a-b)
=2b2/(a-b)
4.原式=[7/2x(x+3)]-[(11-2x2)/(9-x2)]+2
=[7(x-3)/2x(9-x2)]-[(22x-4x3)/2x(9-x2)]+[(36x-4x3)/2x(9-x2)]
=(21x-21)/(18x-2x3)
注:平方是2,立方是3 上面没有乘号勿把x看做乘号
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