2x 4mx=1-3m

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先化简 再求值(3+m)(3-m)+m(m-6)-7,其中m=1/2

原式=9-m2+m2-6m-7=-6m+2=-6*1/2+2=-1

已知m²+2m+1=0,求m³+2m²+3m

m²+2m+1=0利用完全平方和公式:(m+1)²+0两边同时除以(m+1)m+1=0m=1将m=1带入m³+2m²+3m得:1³+2*1²

(1)M^2+M-3M^2-5M+2M^2+4=?(M=-3/4)

(1)M^2+M-3M^2-5M+2M^2+4=4-4M=7(2)(A+B)^2-2(A+B)^2+3(A+B)^2=2(A+B)^2=50/9(3)2/3A^2-6A^3+5A-1/4+5A^3-1

若m*m-3m+1=0,求分式2m*m+2\m*m的值,

m*m-3m+1=0移项得m*m=3m-1可得m=3-1/m∴m+1/m=3两边平方,得m*m+1/m*m=9∵2m*m+2\m*m=2(m*m+1/m*m)代入,得2m*m+2\m*m=2×9=18

已知m+m分之一=1,求m(m+3)+(1+2m)(1-2m)的值

m+1/m=1得m^2-m+1=0m(m+3)+(1+2m)(1-2m)=m^2+3m+1-4m^2=-3m^2+3m+1=-3(m^2-m+1)+4=4再问:为什么m+1/m=1得m^2-m+1=0

化简求值m^2(m+4)+2m(m^2 -1)-3m^3,其中m=2/5

原式为:m²(m+4)+2m(m²-1)-3m³=m³+4m²+2m³-2m-3m³=4m²-2m=2m(2m-1)再将

化简求值:m^2-1/m+1-m√m^2-2m+1/m^2-m,其中m=2-√3

∵m=2-√3∴m-1>0(m^2-1)/(m+1)-[m√(m^2-2m+1)]/(m^2-m)=[(m+1)(m-1)]/(m+1)-[m√(m-1)²]/[m(m-1)]=(m-1)-

(m²-2m+1/m²-1+m²-m/m)÷(1+m/2,其中m=-3)

带入可得(9+6+1/9-1+9+1)*(-2)=-434/9再问:能写一下过程吗?再答:带入得(9+6+1/9-1+9+1)÷(1-3/2)=(24+1/9)÷(-1/2)=(217/9)×(-2)

当m= 时,2m(3m-5)+3m(1-2m)=14

2m(3m-5)+3m(1-2m)=146m^2-10m+3m-6m^2=14-7m=14m=-2

若m(1-m^2)+m^3-2m+2012>=0,则m=

括号里面乘出来:M-M^3+M^3-2M+2012>=0,M-2M+2012>=0,得:M

m-2m-3m+4m-5m-6m+7m.2004m=?

m-2m-3m+4m-5m-6m+7m.2004m=(1-2-3+4-5-6+7-8-9+...2002-2003-2004)m=(-4-7-10-..-2005)m=-(4+7+10+..+2005

求证C(m,n-1)+C(m,n-2)+C(m,n-3)+...+C(m,m+1)+C(m,m) =C(m+1,n)

C(m+1,n)=C(m,n-1)+C(m+1,n-1)这个式子可以直接验证,也可以算两次得证.然后递推C(m+1,n)=C(m,n-1)+C(m+1,n-1)=C(m,n-1)+C(m,n-2)+C

(1m+3m+5m+...+2009m)-(2m+4m+6m+...=2008m)

(1m+3m+5m+...+2009m)-(2m+4m+6m+...+2008m)=1m+3m+5m+...+2009m-2m-4m-6m-...-2008m=1m+(3m-2m)+(5m-4m)+.

(m+3m+5m.+2013m)-(2m+4m+6m+.+2012m)=?

(m2013m)*1007/2-(2m2012m)*1006/2=1007m

(m+3m+5m+...+2015m)-(2m+4m+6m+...+2014m)=

=m+(3m-2m)+(5m-4m)+……+(2015m-2014m)=m+1007m=1008m

设m n为自然数,定义m*n=m+(m+1)+(m+2)+(m+3)+.(m+n)

4.5*5=4.5+(4.5+1)+(4.5+2)+(4.5+3)+(4.5+4)+4.5+5)=4.5x6+1+2+3+4+5=27+15=42m*8=37.8m*n=m+(m+1)+(m+2)+(

先化简,再求值.m(3m-1)-(m+3)(m-3)+2(m-1)^2,其中m=2分之一

=3m^2-m-m^2+9+2(m^2-2m+1)=-5m+11将m=2代入,得:-10+11=1则原代数式值为1.

先化简,再求值:m(3m-1)-(m+3)(m-3)-2(m-1)平方,其中m=-1/2

m(3m-1)-(m+3)(m-3)-2(m-1)^2=3m^2-m-(m^2-9)-2(m^2-2m+1)=3m^2-m-m^2+9-2m^2+4m-2=3m^2-m^2-2m^2-m+4m-2+9

若m合适根号(3m+1)(2-m)=根号(3m+1)乘根号(2-m),化简|m-4|+|3m+1|+|m-2|.

解m合适根号(3m+1)(2-m)=根号(3m+1)乘根号(2-m),即2-m>0,且3m+1≥0即m<2且3m+1≥0由|m-4|+|3m+1|+|m-2|=-(m-4)+3m+1-(m-2)=4-