数列通项公式的求解方法-国际应用数学进展-CSCIED科技核心评价数据库-手机版

数列通项公式的求解方法

The method of solving general term formula of sequences

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DOI	10.12208/j.aam.20231108
刊名	国际应用数学进展 Advances in International Applied Mathematics
年，卷(期)	2023, 5(2)
作者	朱新红*,官梦鸽,魏俊潮,
作者单位	扬州大学江苏扬州 ;
摘要	数列是高中数学的重要知识内容，已知递推关系求解数列通项公式是学习数列的一个重点和难点，也是考试中的一个必考点.该类题目形式灵活多变、技巧性强.本文通过对近几年高考以及各地模拟考试题的分析，整理归纳出求解数列通项公式的几种常见方法.
Abstract	Sequence is an important knowledge in high school mathematics. It is a key and difficult point to solve the general term formula of sequences with known recursive relation, and it is also a required point in the National College Entrance Examination. This kind of question condition is flexible and changeable, and it needs some skill to solve this question. Based on the analysis of questions in the college entrance examination and the simulation examination in recent years, this article summarizes several common methods for solving the general term formula of the sequences.
关键词	数列；通项公式；待定系数法
KeyWord	Sequence; The general term formula; Undetermined coefficient method
基金项目
页码	25-30

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朱新红*,官梦鸽,魏俊潮. 数列通项公式的求解方法 [J]. 国际应用数学进展. 2023; 5; (2). 25 - 30.

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