jduizhim-1 m-2化简

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jduizhim-1 m-2化简
|2^m-2^[8/(2m+1)]|/|2^(-m)-2^[-8/(2m+1)]化简

|2^m-2^[8/(2m+1)]|/|2^(-m)-2^[-8/(2m+1)]|=|2^m-2^[8/(2m+1)]|/|{1/2^m-1/2^[8/(2m+1)]|=|2^m-2^[8/(2m+1

化简:|m|+|m-1|+|m-2|.

当m<0时,m-1<0,m-2<0,原式=-m+1-m+2-m=3-3m;当0<m<1时,m-1<0,m-2<0,原式=m+1-m+2-m=3-m;当1≤m<2时,m-1≥0,m-2<0,原式=m+m

(m+1)的平方+2m(m-1) 化简

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

已知m>4,化简:|m-4|+|7-2m|+|m^2-2m+1|-|m^2-2m-3|

∵m>4∴m-4>0,7-2m0,m+1>0,m-3>0∴(m+1)(m-3)>0∴原式=|m-4|+|7-2m|+|(m-1)²|-|(m+1)(m-3)|=m-4+2m-7+(m-1)&

M-2分之|M-2|=1,化简|1-M|

由原题可知m-2=|m-2|∴m-2≥0即m≥2∴1-m

化简(m*m-2m)/(4-m*m)

=m(m-2)/(2-m)(2+m)=-m/(m+2)

化简:2[(m-1)m+m(m+1)][(m-1)m-m(m+1)]

2[(m-1)m+m(m+1)][(m-1)m-m(m+1)]=2(m²-m+m²+m)(m²-m-m²-m)=2×2m²×(-2m)=-8m

m^2-m/m^2-1÷m/m-1乘(m+1/m-1)^2 化简

m^2-m/m^2-1÷m/m-1乘(m+1/m-1)^2=m(m-1)/(m+1)(m-1)*(m-1)/m*(m+1)²/(m-1)²=(m+1)/(m-1)

化简|2m+1|+|m-2|

三种情况.1.当m

化简:(m-1)+2(m²-3m)-(2-m+5m²)

(m-1)+2(m²-3m)-(2-m+5m²)=m-1+2m²-6m-2+m-5m²=-3m²-4m-3

化简,:3(m-1)^2+(m+2)(m^2-2m+4)-m(m^2+3m-3)

原式=3(m^2-2m+1)+(m^3+8)-(m^3+3m^2-3m)=3m^2-6m+3+m^3+8-m^3-3m^2+3m=11-3m

化简 |m|+| (2+m-m^2) 除以(m+1) |

|m|+|(2+m-m^2)除以(m+1)|=|m|+|(m^2-m-2)/(m+1)|=|m|+|(m-2)(m+1)/(m+1)|=|m|+|m-2|(1)当m>=2上式=m+m-2=2m-2(2

化简2[(m-1)m+m(m+1)]乘【(m-1)m-m(m+1))

2[(m-1)m+m(m+1)]×[(m-1)m-m(m+1)]=2(m²-m+m²+m)×(m²-m-m²-m)=2×2m²×(-2m)=-8m&#

化简:m+|(1+m^2-2m)/(m-1)|

因为1+m^2-2m=(m-1)^2,因此原式=m+|(m-1)^2/(m-1)|=m+|m-1|,由于m≠1,因此当m>1时,原式=m+m-1=2m-1;当m

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-

化简:2{(m-1)m+m(m+1)}{(m-1)m-m(m+1)}.若m是任意整数.

2{(m-1)m+m(m+1)}{(m-1)m-m(m+1)}.=2(m²-m+m²+m)(m²-m-m²-m)=2*2m²*(-2m)=-8m