已知m=3x-2xy y,n=2x xy-3y,求m-n;m n
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x^2m+3n=x^2m×x^3n=(x^m)^2×(x^n)^3=1/3^2×2^3=8/9再问:为什么先是(x^n)^3而不是(x^3)^n?再答:x^3是多少你知道?
分子分母同乘(根号M+根号N)化简得原式等于M+N+根号M*根号N再计算(根号M+根号N)^2=m+n+2根号MN=9所以M+N=7所以原式等于8
原式=[x-y(x-y)2-y(x+y)(x+y)(x-y)]•xyy-1=(1x-y-yx-y)•xyy-1=1-yx-y•xyy-1=-xyx-y.故答案是:-xyx-y.
将xy提取公因式变成:xy(x+y)=-3*6=-18
因为x^m=3,x^n=6所以x^(m-n)=x^m/x^n=3/6=1/2x^(3m-2n)=x^3m/x^2n=(x^m)^3/(x^n)^2=(3^3)/(6^2)=3/4
x^3m+x^2n=(x^m)^3+(x^n)^2=2^3+5^2=8+25=33
2x(M+3x)=6x²y²+N2xM+6x²=6x²y²+N所以N=6x²,且2xM=6x²y²,即M=3xy&sup
解析2*(M+3x)=2*m+6x=6x²y²+N两边比较2*m=6x²y²m=3x²y²N=6x再问:我没看明白。请问这几个算式都是为什么
3x(M-5x)=6x^2y^3+N,3x*M-15x^2=6x^2y^3+NM=2xy^3N=-15x^2
由于2x(M+3x)=6x^2y^2+N,所以2xM+6x^2=6x^2y^2+N比较可知2xM=6x^2y^2,6x^2=N所以M=3xy^2,N=6x^2
√m+√n=3√mn=1由立方差公式有(m√m-n√n)/(√m-√n)=m+√mn+n=(√m+√n)^2-√mn=9-1=8
原式=[(x+y)2(x-y)(x+y)+-4xy(x-y)(x+y)]×(x+3y)(x-3y)(x+3y)(x-y)=x-3yx+y,由已知得(3x-2y)(x+y)=0,因为x+y≠0,所以3x
x^(2m+3n)=(x^m)²×(x^n)³=3²×2³=72
C,因为XYY个体一般不能形成配子,如果能产生配子,则一半正常,一半异常,所以后代性别畸形的几率为1/2.
m/(m+n)+n/(m-n)-n^2/(m^2-n^2)=[m(m-n)+n(m+n)-n^2]/(m^2-n^2)=m^2/(m^2-n^2)=1/(1-(n/m)^2)=1/(1-(3/2)^2
第二问:x^2m+x^3n=(x^m)²+(x^n)³=2²+3³=31不懂可以问,
已知m=5n,则原式=(5n/(5n+n))+(5n/(5n-n))-(n^2)/(((5n)^3)-n^2)=(5/6)+(5/4)-[1/(125n-1)]=(25/12)-[1/(125n-1)
(1)x^(m+n)=x^m×x^n=10x^(m-n)=x^m/x^n=2/5(2)x^(3m-2n)=x^3m/x^2n=8/25
x²-6x+m=(x-2)(x-n)x²-6x+m=x²-(2+n)x+2n∴2+n=6m=2n∴n=4;m=8