1/1x4 +1/4x7+1/7x10+.+1/100x103 急用啊
来源:学生作业帮 编辑:作业帮 分类:数学作业 时间:2024/10/05 21:57:29
1/1x4 +1/4x7+1/7x10+.+1/100x103 急用啊
1/(1×4)+1/(4×7)+1/(7×10)+……+1/(100×103)
=(1/3)×3/(1×4)+(1/3)×3/(4×7)+(1/3)×3/(7×10)+……+(1/3)×3/(100×103)
=(1/3)×[3/(1×4)+3/(4×7)+3/(7×10)+……+3/(100×103)]
=(1/3)×[(1-1/4)+(1/4-1/7)+(1/7-1/10)+……+(1/100-1/103)]
=(1/3)×(1-1/4+1/4-1/7+1/7-1/10+……+1/100-1/103)
=(1/3)×(1-1/103)
=(1/3)×(102/103)
=34/103
=(1/3)×3/(1×4)+(1/3)×3/(4×7)+(1/3)×3/(7×10)+……+(1/3)×3/(100×103)
=(1/3)×[3/(1×4)+3/(4×7)+3/(7×10)+……+3/(100×103)]
=(1/3)×[(1-1/4)+(1/4-1/7)+(1/7-1/10)+……+(1/100-1/103)]
=(1/3)×(1-1/4+1/4-1/7+1/7-1/10+……+1/100-1/103)
=(1/3)×(1-1/103)
=(1/3)×(102/103)
=34/103
1/1x4 +1/4x7+1/7x10+.+1/100x103 急用啊
1/1X4+1/4X7+1/7X10+...+1/100X103=
100x( 3/1x4 + 3/4x7 +3/7x10 +.3/97x100)=?注:1x4、4x7、7x10等均为分母
计算1/1x4+1/4x7+1/7x10+.+1/2002x2005+1/2005x2008
1/1x4+1/4x7+1/7x10+1/10x13+1/13X16 简便
计算1/1x4+1/4x7+1/7x10+***+1/2007x2010
1/1x4+1/4x7+1/7x10+……+1/2005x2008
1/1x4+1/4x7+1/7x10+……+1/97x100
1/(1x4)+1/(4x7)+1/(7x10)+...+1/(91x94)
1/1X4+1/4X7+1/7X10+.+1/2002X2005=?
1X4/1+4X7/1+7X10/1+…+2005X2008/1=?
小学分数题:1/1x4+1/4x7+1/7x10+.+1/97x100