若√(4-m)²=4-m, 则m的取值范围是___
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m^4+2m^3-3m^2-4m+3=m^2(m^2+m)+m^3-3(m^2+m)-m+3=m^3-m^2+6-m=m(m^2+m)-2m^2-m+6=-2m^2-2m-6=-2*(m^2+m)-6
等于8吧.具体如下:M平方加M=-1得M平方=-1-M那么M4次方加二M三次方减3M平方减4M+3=(-1-M)(-1-M)+2M(-1-M)-3(-1-M)-4M+3然后化简就行了.化了之后为7-M
(1)(2m²+m-3)x+(m²-m)y-4m+1=0(m²-m)y=-(2m²+m-3)x+4m-1y=-(2m²+m-3)/(m²-m
x,y的系数不同时为零就可以了.2m^2+m-3=0=>x=1,-3/2m^2-m=0,=>x=0,1则m取等于1的任意实数.
(m+3m+5m+7m+.+2009m)-(2m+4m+6m+.+2008m)=(1+3+5+7+.+2009)m-(2+4+6+.+2008)m=【(1+2009)×1005÷2-(2+2008)×
-1/3把--
原式=(1+2015)m/(2×2)-(2+2014)m/(2×2)=0
m^4+m³-m²+2012=m²(m²+m-1)+2012=2012
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
前面括号和后面括号里是:各有(1+2009)/2=1005项去掉括号,写成1-2+3-4+5-6.+2009-2010相当于1005个-1相加,最后是-1005
2010m/2=1005m(m+3m+5m+…+2011m)-(2m+4m+6m+…+2010m)=(m+3m+5m+…+2011m)-2m-4m-6m-...-2010m=m-2m+3m-4m+5m
(1m+3m+5m+...+2009m)-(2m+4m+6m+...+2008m)=1m+3m+5m+...+2009m-2m-4m-6m-...-2008m=1m+(3m-2m)+(5m-4m)+.
=(m-2m)+(3m-4m)+.(一共2010/2=1005项)+2011m=-1005m+2011m=1006m
原式=-[(2m+4m+6m+……+2012m)-(m+3m+5m+……+2011m)]=-[(2m-m)+(3m-2m)+……+(2012m-2011m)]=-[m+m+……+m]有2012/2=1
(m2013m)*1007/2-(2m2012m)*1006/2=1007m
=m+(3m-2m)+(5m-4m)+……+(2015m-2014m)=m+1007m=1008m
由m×m+n×n-6n+4m+13=0得(m×m+4m+4)+(n×n-6n+9)=0得(m+2)^2+(n-3)^2=0得m=-2n=3所以m^2-n^2=4-9=-5
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-
(m)(m)-2m=1两边乘22(m)(m)-4m=2所以2(m)(m)-4m+2008=2+2008=2010
|m|=m-1,两边平方移向得到2m=1,得m=0.5,4m+1等于3,3的3次方27