5.设 $\left\{a_{n}\right\}$ 为等差数列,公差 $\mathrm{d}=-2, S_{n}$ 为其前 n 项和.若 $S_{10}=S_{11}$ ,则 $a_{1}=$
参考答案B 解析: $$ \begin{aligned} & \because S_{10}=S_{11}, \therefore a_{11}=0 \\ & a_{11}=a_{1}+10 d, \therefore a_{1}=20 \end{aligned} $$
2011_退役省自主命题 (2011·文)
5.设 $\left\{a_{n}\right\}$ 为等差数列,公差 $\mathrm{d}=-2, S_{n}$ 为其前 n 项和.若 $S_{10}=S_{11}$ ,则 $a_{1}=$