已知等差数列的前项和为,且,。(1)求数列的通项;(2)设,求

已知等差数列的前项和为,且

1)求数列的通项

2)设,求数列的前项和.

答案

解析:(Ⅰ)设等差数列首项为,公差为,由题意,得

    解得                  4分)         

                                         6分)

II)由(I)知,

Tn=

,是一个典型的错位相减法模型,

易得  Tn =

相关题目

—Did you go to visit the Acropolis yesterday? —I had meant to, but it   
—Did you go to visit the Acropolis yesterday? —I had meant to, but it             all the time        A. is raining             B. was raining        
甲、乙两个物体的质量分别为和,并且=2,它们与水平桌面的
甲、乙两个物体的质量分别为和,并且=2,它们与水平桌面的动摩擦因数相同,当它们以相同的初动能在桌面上滑动时,它们滑行的最大距离之比为(  
(1)古代戏剧以“戏”和“曲”为主要因素,称为“戏曲”
(1)古代戏剧以“戏”和“曲”为主要因素,称为“戏曲”,主要包括        、杂剧、传奇以及各种地方戏,       的《窦娥冤》强烈控诉了那
关于反比例函数的图象,下列说法正确的是(    )A.必经
关于反比例函数的图象,下列说法正确的是(    )A.必经过点(1,1)                              B.两个分支分布在第二、四象限C
Injuries and deaths caused by driving after drinking are preventable. Sadly, ac
Injuries and deaths caused by driving after drinking are preventable. Sadly, actions by the police can only catch a small number of drunk drivers on the roads. It is up to each person to make the d
右图是某个化学反应前后各种物质微观模拟图, 图中“”“
右图是某个化学反应前后各种物质微观模拟图, 图中“”“”表示不同元素的原子。根据图 示判断,该反应属于       反应  
美国的金门大桥是“4+4”八车道模式,由于上下班车流在不
美国的金门大桥是“4+4”八车道模式,由于上下班车流在不同时段出现两个半边分布不均的现象,桥上经常发生堵车问题。一个年轻人建议把原来“4+4
I'm terribly sorry to have kept you waiting so long, but it'll still be some tim
I'm terribly sorry to have kept you waiting so long, but it'll still be some time _______ Tony gets back. A. before       B. since          C. till       D. after  

最新题目