x-m.>3, 2x-2m
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1.m^3+2m^2-9m-18=m^2(m+2)-9(m+2)=(m+2)(m^2-3^2)=(m+2)(m+3)(m-3)2.(x+1)(x+3)(x+5)(x+7)-9=[x^2+8x+7][(
∴m²-3m-8=2;m²-3m-10=0;(m-5)(m+2)=0;m+2≠0;∴m=5;所以y=7x²;顶点坐标为(0.0)很高兴为您解答,skyhunter002为
原式=(y-x)2m[(x-y)m+(y-x)m]讨论:当m为偶数时,原式=2(y-x)3m;当m为奇数时,原式=0.
x^3m/(x^m-1)-x^2m/(x^m+1)-1/(x^m-1)+1(x^m+1)=[x^(3m)-1]/(x^m-1)-[x^(2m)-1]/(x^m+1)(分别利用立方差和平方差可得下式)=
3x/(x-3)²-x/3-x=3x/(x-3)²+x/(x-3)=3x/(x-3)²+x(x-3)/(x-3)²=3x/(x-3)²+(x²
计算(1)7(m³+m²+m-1)-3(m³+m)=4m³+7m²-7m-7(2)(x-3)(x+3)(x²-9)=(x²-9)*
当m=4,当4≤x≤5时,f(x)=x(x-4)+2x-3=(x-1)^2-4,此时f(x)是单调递增函数,所以5=f(4)≤f(x)≤f(5)=12.当1≤x≤4时,f(x)=x(4-x)+2x-3
已知x^(3m)=2y^(2m)=3(x^(2m))^3+(y^m)^6-(x^2*y)^3m*y^m=x^6m+y^6m-x^6my^4m=(x^3m)^2+(y^2m)^3-(x^3m)^2*(y
0.5x
先解M,因为x^2-2x-3=(x-3)(x+1)所以x^2-2x-3<0的解为x<3或x>-1而|x|
x^(m-2)*x^3m=x^(m-2+3m)=x^(4m-2)=x^6所以4m-2=6m=2原式=1/2*2^2-2+1=1
再问:画个图贝再答:就昰一条直线在一2与十2之间,图像在X轴下方。
x^3-(2m+1)x^2+(3m+2)x-m-2=(x^3-x^2)-(2mx^2-2mx)+[(m+2)x-(m+2)]=x^2(x-1)-2mx(x-1)+(m+2)(x-1)=(x-1)(x^
x²-2x-3
[(y-x)^3]*[(x-y)^m]-[(x-y)^(m+2)]*(y-x)=-[(x-y)^3]*[(x-y)^m]+[(x-y)^(m+2)]*(x-y)=-[(x-y)^(m+3)]+[(x-
1)将x=1带入,1-(2m+1)+3m+2-m-2=0成立,所以可以证明.2)因为知道x=1是方程的根,原式可写成(x-1)(ax^2+bx+c)=0{1}拆项并合并同类项,可得ax^3+(b-a)
(1)原式=x^4-x^3-x^2-x^3+3x^2=x^4-2x^3-2x^2(2)原式=2m^2-4m+3m-6-3+m+6m-2m^2=6m-9(3)原式=(1-a)(1+a)(1+a^2)(1
/>(1)系数m+1≠0得m≠-1次数m²-3m-2=2m²-3m-4=0(m-4)(m+1)=0m=4m=-1(舍去)所以m=4(2)m+1=0m=-1
1)正比例函数为y=kx(k为常数,且k≠0)的函数,因此-5m-3=1,m^2-m-1≠0,即m=-4/52)反比例函数为y=k/x(k为常数,k≠0)的函数,因此-5m-3=-1,m^2-m-1≠