四川省普通高校在校生专升本考试高等数学 内容简介

本书是作者根据多年的教学经验，以四川省专升本高等数学的复习范围和考试要求为依据，紧密结合目前四川省各高校专升本高等数学的现状而编写的，可作为四川省各高校专升本高等数学教材使用。本书概念清楚、例题典型、难易适当、富有系统性，不仅有助于考生掌握高等数学的基本理论知识，而且有助于考生把握重点和难点、提高应试技巧和能力。本书主要包括函数、极限和连续、一元函数微分学、一元函数积分、向量代数和空间解析几何、多元函数积分学、无穷级数、常微分方程和线性代数八个章节，每章对考点和题型进行了分类，并配有考点解析、题型训练和相应的参考答案，以便考生复习。

四川省普通高校在校生专升本考试高等数学 目录

目 录 **章 函数、极限和连续···································································································· 1 **节 函数················································································································ 1 第二节 极限················································································································ 7 第三节 函数的连续与间断··························································································· 17 考点解析···················································································································· 24 题型训练···················································································································· 33 参考答案···················································································································· 35 第二章 一元函数微分学····································································································· 38 **节 导数与微分···································································································· 38 第二节 中值定理········································································································ 48 第三节 导数的应用···································································································· 53 考点解析····················································································································· 59 题型训练···················································································································· 70 参考答案····················································································································· 73 第三章 一元函数积分学····································································································· 77 **节 不定积分········································································································ 77 第二节 定积分··········································································································· 85 第三节 定积分的应用································································································· 94 考点解析···················································································································· 98 .................

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