【内容简介】：

　　该书涵盖新GRE数学所有常考知识板块，帮助考生有逻辑、有系统地进行全面复习。书中更是直接展示200道GRE数学难题与解析，帮助考生突破高分。此外，本书引导学生注重方法，帮助同学更好地实现快速提分的目的。本书附录部分收录了新GRE数学的专业词汇，帮助考生攻克数学试题的理解障碍。

　　【作者简介】：

　　程来川(猴哥)，啄木鸟教育联合创始人，执行总裁。

　　猴哥是“猴哥幸福词频背词法”的创始人，猴哥编写了《猴哥SAT词频蓝宝书》，《猴哥托福词频蓝宝书》《猴哥GRE词频蓝宝书》《猴哥SSAT类比同义蓝宝书》等词汇专著，与猴哥开发的“猴哥背词”APP配合使用下载入口，让考生们背单词背出了幸福感。

猴哥新SAT数学蓝宝书  封面

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　　【目录】：

　　第一章 猴哥幸福背词法 3.0 .......................................................................................................................1

　　第二章 猴哥：框架式学习法快速提分.......................................................................................................4

　　第三章 猴哥托福备考规划 3.0....................................................................................................................5

　　第四章 GRE 备考学习规划 3.0.................................................................................................................. 10

　　一、 GRE 阅读备考方法.....................................................................................................................................10

　　二、 GRE 填空备考方法.....................................................................................................................................12

　　三、 GRE 数学备考方法.....................................................................................................................................12

　　四、 GRE 写作备考方法.....................................................................................................................................13

　　第五章 猴哥： GRE 托福混合备考法 3.0 .................................................................................................. 13

　　一、 GRE 和托福到底考什么? .........................................................................................................................14

　　二、 影响考试分数的三大因素 ........................................................................................................................14

　　三、 如何运用猴哥混合备考理念规划自己的复习 ........................................................................................15

　　第六章 GRE 数学知识点 ........................................................................................................................... 17

　　■ARITHMETIC ........................................................................................................................................ 17

　　1.1 Integers.....................................................................................................................................................17

　　1.2 Fractions ...................................................................................................................................................18

　　1.3 Exponents and Roots................................................................................................................................18

　　1.4 Decimals ...................................................................................................................................................18

　　同样的分数 更好的结果

　　1.5 Real Numbers ...........................................................................................................................................19

　　1.6 Ratio..........................................................................................................................................................20

　　1.7 Percent .....................................................................................................................................................20

　　■ALGEBRA ............................................................................................................................................. 21

　　2.1 Operations with Algebraic Expressions ....................................................................................................21

　　2.2 Rules of Exponents ...................................................................................................................................21

　　2.3 Solving Linear Equations...........................................................................................................................22

　　2.4 Solving Quadratic Equations.....................................................................................................................22

　　2.5 Solving Linear Inequalities........................................................................................................................23

　　2.6 Functions ..................................................................................................................................................23

　　2.7 Applications ..............................................................................................................................................24

　　2.8 Coordinate Geometry...............................................................................................................................24

　　2.9 Graphs of Functions..................................................................................................................................28

　　■GEOMETRY .......................................................................................................................................... 29

　　3.1 Lines and Angles .......................................................................................................................................29

　　3.2 Polygons ...................................................................................................................................................30

　　3.3 Triangles ...................................................................................................................................................31

　　3.4 Quadrilaterals...........................................................................................................................................33

　　3.5 Circles .......................................................................................................................................................34

　　3.6 Three-Dimensional Figures.......................................................................................................................36

　　■DATA ANALYSIS ................................................................................................................................... 37

　　4.1 Graphical Methods for Describing Data ...................................................................................................37

　　4.2 Numerical Methods for Describing Data..................................................................................................42

　　同样的分数 更好的结果

　　4.3 Counting Methods....................................................................................................................................44

　　4.4 Probability ................................................................................................................................................45

　　4.5 Distributions of Data, Random Variables, and Probability Distributions .................................................45

　　第七章 GRE 数学难题 200 ........................................................................................................................ 49

　　第八章 GRE 数学难题 200 解析 ............................................................................................................. 109

　　附录 ........................................................................................................................................................ 135

　　附录一：研究生申请介绍 ..............................................................................................................................136

　　一、啄木鸟教育——美国硕博申请指导之先驱 ......................................................................................136

　　二、 服务内容..............................................................................................................................................136

　　三、美国研究生申请综述 ..........................................................................................................................137

　　四、 科研实习规划在美国研究生申请中的作用 ......................................................................................140

　　五、美国研究生申请之商科申请 ..............................................................................................................143

　　六、美国研究生申请之理工科申请 ..........................................................................................................147

　　七、美国研究生申请之文科申请 ..............................................................................................................150

　　八、美国研究生申请之艺术申请 ..............................................................................................................153

　　附录二：本科转学申请介绍 ..........................................................................................................................156

　　附录三： 托福提分案例 ..................................................................................................................................161

　　附录四： GRE 提分案例...................................................................................................................................172

　　附录五：留学案例 ..........................................................................................................................................177

　　附录六：表扬信 ..............................................................................................................................................193

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