(1+1/n+1)整体的n-1次方,求此数列的极限
问题描述:
(1+1/n+1)整体的n-1次方,求此数列的极限
答
(1+1/n+1)整体的n-1次方=(1+1/n+1)整体的n+1次方 ÷(1+1/n+1)整体的2次方,所以极限是e/1=e
(1+1/n+1)整体的n-1次方,求此数列的极限
(1+1/n+1)整体的n-1次方=(1+1/n+1)整体的n+1次方 ÷(1+1/n+1)整体的2次方,所以极限是e/1=e