试题:
计算:
121+124+123+121+122
1000+999-998-997+996+995-994-993+…+108+107-106-105+104+103-102-101.

答案:

我来补答
(1)121+124+123+121+122
=120+1+120+4+120+3+120+1+120+2,
=120×5+(1+4+3+1+2),
=600+11,
=611;

(2)方法一:
1000+999-998-997+996+995-994-993+…+108+107-106-105+104+103-102-101.
=(1000+999-998-997)+(996+995-994-993)+…+(104+103-102-101),
=4+4+…+4,
=(1000-100)÷4×4.
=900÷4×4,
=900.
方法二:
1000+999-998-997+996+995-994-993+…+108+107-106-105+104+103-102-101.
=1000+(999-998)-(997-996)+(995-994)-…+(103-102)-101,
=1000+1-1+1-1…+1-1+103-102-101,
=1000+103-102-101,
=900.
 
 
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