问题
选择题
|
答案
原式=
(1-1 3
)+1 4
(1 3
-1 4
)+…+1 7
(1 3
-1 3n-2
)=1 3n+1
[(1-1 3
)+(1 4
-1 4
)+…+(1 7
-1 3n-2
)]=1 3n+1
(1-1 3
)=1 3n+1
;n 3n+1
故选A.
|
原式=
(1-1 3
)+1 4
(1 3
-1 4
)+…+1 7
(1 3
-1 3n-2
)=1 3n+1
[(1-1 3
)+(1 4
-1 4
)+…+(1 7
-1 3n-2
)]=1 3n+1
(1-1 3
)=1 3n+1
;n 3n+1
故选A.