(51+52.+99+100)-(1+2+3+.+49+50)怎么做

来源:学生作业帮助网 编辑:作业帮 时间:2024/11/20 20:44:58
(51+52.+99+100)-(1+2+3+.+49+50)怎么做
xݐ1_űk̡IA "\\85.ąi3~$5HD3 * ;D44Zb? ̇wgkqƛ|k+;4YNJ1Bp2t%*BIo ,g-+"Dz3d+'<{(ʻ ּ]5ܙ>W^/lM?0C|x4

(51+52.+99+100)-(1+2+3+.+49+50)怎么做
(51+52.+99+100)-(1+2+3+.+49+50)怎么做

(51+52.+99+100)-(1+2+3+.+49+50)怎么做
用前一个数加后一个数也就和、
(51+52.+99+100)-(1+2+3+.+49+50)
=(50+1+50+2+50+3...+50+50)-(1+2+3+...+49+50)
=50*50+1+2+3+...+50-(1+2+3+...+49+50)
=2500

(51+52.......+99+100)-(1+2+3+......+49+50)
=(51-1)+(52-2)+......+(99-49)+(100-50)
=50+50+.....+50 - - - - - - -- -- 共50个50
=2500

(51+52.......+99+100)-(1+2+3+......+49+50)
=(50+1+50+2+50+3...+50+50)-(1+2+3+...+49+50)
=50*50+1+2+3+...+50-(1+2+3+...+49+50)
=2500

(51+52.......+99+100)-(1+2+3+......+49+50)
=(50+1+50+2+50+3...+50+50)-(1+2+3+...+49+50)
=50*50+1+2+3+...+50-(1+2+3+...+49+50)
=2500

(51+52.......+99+100)-(1+2+3+......+49+50)
=(50+1+50+2+50+3...+50+50)-(1+2+3+...+49+50)
=2500