证明不等式1/(2^2)+1/(3^2)++1/(n^2)
问题描述:
证明不等式1/(2^2)+1/(3^2)++1/(n^2)
证明不等式1/(2^2)+1/(3^2)+···+1/(n^2)
答
1/(2^2)+1/(3^2)+···+1/(n^2)
证明不等式1/(2^2)+1/(3^2)++1/(n^2)
证明不等式1/(2^2)+1/(3^2)+···+1/(n^2)
1/(2^2)+1/(3^2)+···+1/(n^2)