新东方：GRE数学 [Conquering the New: Math] epub pdf mobi txt 电子书 下载 2024

新东方：GRE数学 [Conquering the New: Math] epub pdf mobi txt 电子书 下载 2024

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新东方：GRE数学 [Conquering the New: Math] epub pdf mobi txt 电子书 下载 2024

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内容简介

　　 《尖子生学案：现代散文选读（高中选修·新课标·江苏）》通过自主导读→明确目标、知识积累→储备基础、研读教材→掌握知识、探究创新→提升能力、巧招妙计→学会技巧、知识拓展→开阔视野，教会学生解题的方法和技巧，培养良好的学习习惯，从而使成绩稳步提升，不断超越自我，最终成为尖子生。

作者简介

　　Robert E. Moyer， 1974年于伊利诺伊州立大学数学教育学博士毕业；2002年至2009年间，在西南明尼苏达州立大学教授数学和数学教育；曾花多年时间钻研数学。

目录

About the Authorvii
Acknowledgmentix
Prefacexi

Part I: Introduction
CHAPTER 1: The GRE Quantitative Reasoning Sections
CHAPTER 2: The Mathematics You Need to Review

Part II: Types of GRE Math Questions
CHAPTER 3: GRE Quantitative Comparison Questions
Quantitative Comparison Item Format Examples
Solution Strategies Exercises Solutions
CHAPTER 4: GRE Multiple Choice Questions
Multiple Choice Item Format Examples
Solution Strategies Exercises Solutions
CHAPTER 5: Other GRE Math Question Formats
Numeric Entry Item Format Examples
Solution Strategies Exercises Solutions
Multiple Response Item Format Examples
Solution Strategies Exercises Solutions
CHAPTER 6: GRE Data Interpretation Questions
Data Interpretation Item Format
Solution Strategies Exercises Solutions

Part III: GRE Mathematics Review
CHAPTER 7: Number Properties
The Number Line The Real Numbers
Rounding Numbers Expanded Notation
Practice Problems Solutions
Odd and Even Numbers Number Properties
Test 1 Solutions Solved GRE Problems
Solutions GRE Practice Problems
Primes, Multiples, and Divisors
GCD and LCM Revisited Practice Problems
Solutions Number Properties Test 2 Solutions
Solved GRE Problems Solutions
GRE Practice Problems
CHAPTER 8: Arithmetic Computation
Symbols Order of Operations
Properties of Operations Practice Problems
Solutions Fractions Practice Problems
Solutions Operations with Fractions
Practice Problems Solutions Decimals
Practice Problems Solutions
Arithmetic Computation Test 1 Solutions
Solved GRE Problems Solutions
GRE Practice Problems Word Problems
Practice Problems Solutions
Ratio and Proportion Practice Problems
Solutions Motion and Work Problems
Practice Problems Solutions Percentage
Practice Problems Solutions
Percentage Word Problems Practice Problems
Solutions Types of Averages Practice Problems
Solutions Powers and Roots
Standard Deviation Practice Problems
Solutions Simple Probability Practice Problems
Solutions Arithmetic Computation Test
Solutions Solved GRE Problems Solutions
GRE Practice Problems
CHAPTER 9: Algebra
Algebraic Expressions Exponents Revisited
Roots Revisited General Laws of Exponents
Practice Problems Solutions
Tables of Powers and Roots Radical Expressions
Practice Problems Solutions
Operations with Radicals Practice Problems
Solutions Algebra Test 1 Solutions
Solved GRE Problems Solutions
GRE Practice Problems Translating Verbal
Expressions into Algebraic Expressions
Evaluating Algebraic Expressions
Evaluating Formulas Practice Problems
Solutions Addition and Subtraction
of Algebraic Expressions Multiplication
of Algebraic Expressions Division of Algebraic
Expressions Practice Problems Solutions
Algebraic Fractions Factoring Algebraic
Expressions Practice Problems Solutions
Operations with Algebraic Fractions
Practice Problems Solutions Algebra Test
Solutions Solved GRE Problems Solutions
GRE Practice Problems Linear Equations
Literal Equations Equations with Fractions
Equations That Are Proportions Equations
with Radicals Practice Problems Solutions
Systems of Linear Equations Practice Problems
Solutions Linear Inequalities Practice Problems
Solutions Quadratic Equations and Inequalities
Practice Problems Solutions Functions
Practice Problems Solutions Algebraic
Word Problems Practice Problems Solutions
Algebra Test 3 Solutions Solved GRE Problems
Solutions GRE Practice Problems
CHAPTER 10: Geometry
Symbols Points, Lines, and Angles
Practice Problems Solutions Polygons
Practice Problems Solutions Triangles
Practice Problems Solutions Quadrilaterals
Practice Problems Solutions Perimeter
and Area Practice Problems Solutions
Circles Practice Problems Solutions
Solid Geometry Practice Problems Solutions
Coordinate Geometry Practice Problems
Solutions Geometry Test Solutions
Solved GRE Problems Solutions
GRE Practice Problems

Part IV: GRE Math Practice Sections
GRE Math Practice Section 1
GRE Math Practice Section 2
GRE Math Practice Section 3

前言/序言

新东方：GRE数学 [Conquering the New: Math] epub pdf mobi txt 电子书 下载 2024

新东方：GRE数学 [Conquering the New: Math] 下载 epub mobi pdf txt 电子书 2024

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章学诚，清代杰出的史学理论家和方志学家。原名文酕、文镳，字实斋，号少岩。浙江会稽（今浙江省绍兴）人。章学诚自小对文史有浓厚兴趣，立志追求学问。26岁肄业国子监。28岁在京师事大学士朱筠，得以尽览其丰富的藏书，并与往来朱门的名流学者研讨学术源流及异同，学业大进。清乾隆四十二年（公元1777年）应乡试中举，翌年中进士。曾援授国子监典籍，主讲定州定武、保定莲池、归德文正等书院。后入湖广总督毕沅幕府，协助编纂《续资治通鉴》等书。自以为“迂流”不合世用，不愿入仕，在保定、定州、归德等地书院讲学。 一生主修、参修各类地方史志十余部。从27岁起，随父纂修《天门县志》，并着手撰写方志论文。从清乾隆三十八年至五十八年(1773～1793年)间，陆续纂修或参修的志书有《和州志》、《永清县志》、《大名县志》、《亳州志》、《湖北通志》等。预修有《麻城县志》、《常德府志》、《荆州志》等。在纂修志书的同时，他注重总结修志的经验，进行志书的理论建设，写出了《方志辨体》、《方志立三书议》、《记与戴东原论修志》和《修志十议》等论文。通过长期修志实践和对方志渊源、性质、体例、功用及编纂方法的悉心研讨，形成一整套系统的方志理论，对近代方志学研究影响颇大。章学诚关于方志学的见解，归纳起来，有以下几点:1.第一次提出“志属信史”的观点，对地方志的性质作了科学界定,明确了方志的性质。力排陈说，提出了“志乃史体”、“志乃史裁”、“志属信史”、“方志为国史要删”、“方志乃一方全史”等主张，将方志纳入史书范围，认为史书与志书具有同样的性质和作用。他说:“有天下之史，有一国之史，有一家之史，有一人之史。传状志述，一人之史也；家乘谱牒，一家之史也；部府县志，一国之史也；综记一朝，天下之史也。”

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——嗯，GRE考试在中国分笔考和机考。

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希望有用啊

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不错

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字大，题太简单，不适用

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应该是正版的，没什么问题。。

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我觉着这书很好，适合考生看

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美的

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很好很强大很满意，非常喜欢很实用

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