(25.4-4m)÷4解

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(25.4-4m)÷4解
解:“(m-2/m+2+4m/m²-4)÷1/4-m²

[(m-2)/(m+2)+4m/(m²-4)]÷[1/(4-m²)]=[(m-2)²+4m]/(m+2)(m-2)×(2-m)(2+m)=-(m²-4m+4+4

m-{3n-4m+[m-5(m-n)+m]}=______.

原式=m-{3n-4m+[m-5m+5n+m]}=m-{3n-4m+5n-3m}=m-3n+4m-5n+3m=8m-8n.故答案为:8m-8n.

化简求值(m+2/m²-2m)-(m-1/m²-4m+4)÷(m-1/m) 其中m=4

(m+2/m²-2m)-(m-1/m²-4m+4)÷(m-1/m)=(m+2)/m(m-2)-(m-1)/(m-2)^2*m/(m-1)=(m+2)/m(m-2)-m/(m-2)^

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

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

化简(m*m-2m)/(4-m*m)

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

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

3m-2m=m5m-4m=m……2009m-2008m=m相当于m+m+m+……m总共2009答案2009m

4m²-4m+1/m+1÷4m²-1/m²-1

(4m²-4m+1)/(m+1)÷(4m²-1)/(m²-1)=(2m-1)²/(m+1)×(m+1)(m-1)/(2m+1)(2m-1)=(2m-1)(m-1

m+3m+5m+...+2011m-2m-4m-...-2010m等于多少?

按照系数大小重新排序m-2m+3m-4m……+2009m-2010m+2010m每两项组成一组结果为1005个-m加2010m=1005m

m²-4m+4/m²-1÷m-2/m+1+2/m-1,其中m=2

=(m-2)²/(m+1)(m-1)*(m+1)/m-2+2/m-1=(m-2)/(m-1)+2/m-1=m/m-1=2

(m+3m+5m+...+2009m)-(2m+4m+...+2008m)怎么算

(m+3m+5m+...+2009m)-(2m+4m+...+2008m)=m+(3-2)m+(5-4)m+……+(2009-2008)m=m+m+m+……+m=1005m嗯再问:有没有可能的-100

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

计算:(m+3m+5m+...+2009m)-(2m+4m+6m+...+2010m)

(m+3m+5m+...+2009m)-(2m+4m+6m+...+2010m)=2010m/2=1005m

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

(m+3m+5m+...+2013m)-(2m+4m+6m+...+2012m)=(2013m-2012m)+(2011m-2010m)+...+(5m-4m)+(3m-2m)+m=m+m+...+m

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

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

(m+3m+5m+...+2014m)-(2m+4m+6m+...+2013m)

原式=m+3m+5m+.2014m-2m-4m-6m-.2013m=m-2m+3m-4m+5m-6m=m+(3m-2m)+(5m-4m)+(2014m-2013m)=m+m+.1007个m=1007m

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

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

(m+3m5m+7m+.2009m)-(2m+4m+6m.2008m)

有规律的,自己仔细看看~

计算:16-m^2/16+8m+m^2÷m-4/2m+8×m-2/m+2

原式=-(m+4)(m-4)/(m+4)²×2(m+4)/(m-4)×(m-2)/(m+2)=-(m-4)/(m+4)×2(m+4)/(m-4)×(m-2)/(m+2)=-2×(m-2)/(

m2(m+4)+2m(m2-1)-3m(m2+m-1),其中m=25.

m2(m+4)+2m(m2-1)-3m(m2+m-1)=m3+4m2+2m3-2m-3m3-3m2+3m,=m2+m,当m=25时,原式=425+25=1425.