159*(353535/535353)-105又103/104

问题描述:

159*(353535/535353)-105又103/104
9999*1111+3333*6666
1/(2*5)+1/(5*8)+1/(8*11)+1/(11*14)+1/(14*17)+1/(17*20)
7285*(12又7/8)+2742*128.75

159*(353535/535353)-(105+103/104)
=159*(35*10101/53*10101)-(105+103/104)
=105-105-103/104
=-103/104
9999*1111+3333*6666
=9999*1111+3333*3*2222
=9999*(1111+2222)
=(10000-1)*3333
=33326667
1/(2*5)+1/(5*8)+1/(8*11)+1/(11*14)+1/(14*17)+1/(17*20)
=(1/3)*(1/2-1/5+1/5-1/8+1/8-1/11+1/11-1/14+1/14-1/17+1/17-1/20)
=(1/3)*(1/2-1/20)
=(1/3)*(9/20)
=3/20
7285*(12+7/8)+2742*128.75
=7285*(103/8)+2742*(515/4)
=7285*(103/8)+2742*(1030/8)
=(7285+2742*10)*(103/8)
=(7285+27420)*(103/8)
=34705*103/8
=3574615/8