构造法解高中数列竞赛题例析

Analysis of the construction method to solve high school series competition questions

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DOI 10.12208/j.aam.20240043
刊名
Advances in International Applied Mathematics
年,卷(期) 2024, 6(4)
作者
作者单位

扬州大学数学科学学院 江苏扬州 ;

摘要
数列是高考和竞赛中重要内容,数列问题是考查学生逻辑推理、转化化归的有效载体。不管是在求数列通项或证明数列相关不等式时常常用到构造法,本文将通过例题分析如何用构造法解高中数列竞赛题。
Abstract
Series is an important content in the college entrance examination and competitions. Series problems are an effective carrier for testing students logical reasoning and transformation and reduction. Whether it is to find the general term of a series or to prove the related inequality of a series, the construction method is often used. This article will analyze how to use the construction method to solve high school series competition questions through examples.
关键词
数列;构造法;高中数学竞赛
KeyWord
Series; Construction method; High school mathematics competition
基金项目
页码 45-49
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汤一鸣*. 构造法解高中数列竞赛题例析 [J]. 国际应用数学进展. 2024; 6; (4). 45 - 49.

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