已知多项式mx² 4xy-x-3x² 2nxy-5y
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整理得(M-5)X^2+(2+4N)XY-X+3Y-4其中二次项有M-5和2+4N那么M-5=0;2+4N=0可求得M,N的值
打开(mx+2y)(x-4y)=mx^2+(2-4m)xy-8y^2=(k-1)x^2-6xy-8y^2所以-6=2-4mm=2k-1=m=2k=3
(2mx+2y)(x-4y)=2mx^2+(2-8m)xy-8y^2k=2m,2-8m=-6k=2,m=1
解析:多项式6mx²-8nxy+3x-4xy+x²+y-3=(6m+1)x²-(8n+4)xy+3x+y-3由于此多项式不含二次项,所以须使得:6m+1=0且8n+4=0
=5/2既然无二次项,你就看看二次项的系数是多少,肯定都是0二次项X的平方的系数是6m-1,所以m=1/6xy项系数是4-8n,所以n=负的1/2带入计算得到结果
6mx²-8nxy+3x-4xy-x²+y-3=(6m-1)x²+(-8n-4)xy+3x+y-3∵关于x,y的多项式6mx²-8nxy+3x-4xy-x
不含二次项说明6mx²-x²=0,-8nxy-4xy=0,所以m=1/6,n=-1/2;3m-4n=3*1/6-4*(-1/2)=1/2+2=5/2
6mx²—8nxy+3x—4xy—x²+y—3=(6m-1)x²-(8n+4)xy+3x+y-3由于不含二次项所以6m-1=0,8n+4=0即m=1/6,n=-1/2;所
mx^2+2xy-x与3x^2+nxy+3y的差=(m-3)x²+(2-n)xy-x-3y不含二次项,则m-3=0,2-n=0则m=3,n=2则n^m=2³=8
mx^2+2xy-x-(3x^2+nxy-3y)=mx^2+2xy-x-3x^2-nxy+3y=(m-3)x^2+(2-n)xy+3y二次项有x^2,xy,不含二次项表示二次项前的系数是0所以m-3=
(2MX+2Y)(X-4Y)=2mx^2-8mxy+2xy-8y^2=2mx^2-(8m-2)xy-8y^2=kx^2-6xy-8y^2一一对应得:k=2m,6=8m-2解得:m=1,k=2
比较(k-1)x²-6xy-8y²和(mx+2y)(x-4y)的xy项前面的系数得-6=-4m+2m=2x^2:k-1=mk=3
∵mx³+3nxy²+2x²-xy²=mx³+(3n-1)xy²+2x²且不含三次项∴m=0,3n-1=0∴m=0,n=1/3∴2
已知多项式mx平方+4xy-x与2x平方-2nxy+3y的差不含二次项mx平方+4xy-x-(2x平方-2nxy+3y)=(m-2)x^2+(4+2n)xy-x-3ym-2=04+2n=0m=2n=-
mx^2+2xy-x-(3x^2-2nxy+3y)=mx^2+2xy-x-3x^2+2nxy-3y=(m-3)x^2+(2+2n)xy-x-3y因为不含二次项,则m-3=02+2n=0m=3n=-1
mx^2+2xy-x-(3x^2-2nxy+3y)=mx^2+2xy-x-3x^2+2nxy-3y=(m-3)x^2+(2+2n)xy-x-3y因为不含二次项,则m-3=02+2n=0m=3n=-1n
mx²+2xy-x-(3x-2nxy+3y)=mx²+(2+2n)xy-4x-3y∵差不含二次项∴m=0,2+2n=0n=-1n∧m=﹙-1﹚º=1
=(m-3)x³+(2+2n)xy-x-3y更改为合并后不含二、三次项或x是二次的∴m-3=02+2n=0∴m=3n=-1n^m=(-1)³=-1再问:呀?对不起!!!偶打错啦。。
(mx²+2xy-x)-(3x²-2nxy+3y)=(m-3)x²+(2+2n)xy-x-3y因为:(m-3)x²+(2+2n)xy-x-3y:不含二次项所以,
您好:mx²+2xy-x-(3x²-2nxy+3y)=(m-3)x²+(2n+2)xy-x-3y∵不含二次项∴m-3=0m=32n+2=0n=-1不明白,可以追问如有帮助