1949×(1/51-1/2000)+51×(1949-1/2000)-2000×(1/1949+1/51)+3

来源:学生作业帮助网 编辑:作业帮 时间:2024/05/13 16:38:18

1949×(1/51-1/2000)+51×(1949-1/2000)-2000×(1/1949+1/51)+3
1949×(1/51-1/2000)+51×(1949-1/2000)-2000×(1/1949+1/51)+3

1949×(1/51-1/2000)+51×(1949-1/2000)-2000×(1/1949+1/51)+3
1949*(1/51-1/2000)+51*(1/1949-1/2000)-2000*(1/1949+1/51)+3
=1949/51-1949/2000+51/1949-51/2000-2000/1949-2000/51
=(1949/51-2000/51)+(51/1949-2000/1949)-(1919/2000+51/1949)+3
=-51/51-1949/1949-2000/2000+3
=-1-1-1+3
=0

原式=1949/51-1949/2000+51/1949-51/2000-2000/1949-2000/51+3
=3-(2000-1949)/51-(1949+51)/2000-(2000-1949)/1949
=3-1-1-1
=0