问题
解答题
计算:
|
答案
原式=
,(22-12)+(42-32)+(62-52)+…+(1002-992) 102
=
,(2+1)×(2-1)+(4+3)×(4-3)+(6+5)×(6-5)+…+(100+99)×(100-99) 102
=
,3+7+11+…+195+199 100
=
,(3+199)×50÷2 100
=
,101×50 100
=50.5.
计算:
|
原式=
,(22-12)+(42-32)+(62-52)+…+(1002-992) 102
=
,(2+1)×(2-1)+(4+3)×(4-3)+(6+5)×(6-5)+…+(100+99)×(100-99) 102
=
,3+7+11+…+195+199 100
=
,(3+199)×50÷2 100
=
,101×50 100
=50.5.