题目内容

(本大题满分14分)
已知数列{an}的前n项和Sn是二项式展开式中含x奇次幂的系数和.
(1)求数列{an}的通项公式;
(2)设,求
(3)证明:

(1)解:记
x = 1得:
x =-1得:
两式相减得:
                                                                                                       

(2)当n≥2时,
n = 1时,,适合上式
                                                                                                

(2)解:
注意到                              




,即                                            

(3)解:
    (n≥2)                                                                        


        


                              

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