• 2021-04-14
    中国大学MOOC: 数列的通项 http://img2.ph.126.net/4E-CB_yPPyYeR0J-93oTcg==/6608772968422108283.png 满足条件 http://img1.ph.126.net/g48Rc4mB5PpWn2VfTaacjg==/6630791788281713152.png 且 http://img1.ph.126.net/lsTBTqJ8sjTofxC_Ll12pg==/6619448126817354073.png 则 http://img1.ph.126.net/WL6upcQC6qZqxVePp3QRIA==/2433069698705190472.png试通过计算方阵 http://img0.ph.126.net/IuJ6_EHRfB9v6LDC3daYJg==/6630590577653819976.png的幂 http://img0.ph.126.net/E9J4OOwszE3eIztLjuZCkA==/2778439495128921975.png得到数列的通项公式. 计算得到 http://img0.ph.126.net/i6rCcb1pWeTmp734MGhxiQ==/1169247053274115863.png.
  • 举一反三