问题
选择题
利用数学归纳法证明“
|
答案
n=k时,左边=
+1 k+1
+…+1 k+2 1 k+k
n=k+1时,左边=
+1 (k+1)+1
+…+1 (k+1)+2 1 (k+1)+(k+1)
由“n=k”变成“n=k+1”时,
+1 2k+1
-1 2k+2 1 k+1
故选D.
利用数学归纳法证明“
|
n=k时,左边=
+1 k+1
+…+1 k+2 1 k+k
n=k+1时,左边=
+1 (k+1)+1
+…+1 (k+1)+2 1 (k+1)+(k+1)
由“n=k”变成“n=k+1”时,
+1 2k+1
-1 2k+2 1 k+1
故选D.