`10+11+12+......+50`
Khoảng cách : `1`
Số hạng:
`(50-10)/1 +1 =41(số)`
Tổng:
`(50+10)xx41:2=1230`
`=>A`
__________________________________
`(100+101+......+199)xx(41+59+2-102)`
`=(100+101+......+199)xx(100+2-102)`
`=(100+101+......+199)xx(102-102)`
`=(100+101+......+199)xx0`
`=0`
1a
2 .(100 + 101+102+...+199) x (41+59+2 -102)
= (100 + 101+102+...+199) x (100+2 -102)
=(100 + 101+102+...+199) x (102 -102)
= (100 + 101+102+...+199) x 0
= 0