Cracking The Gre Mathematics Subject Test 4th Edition

Named “Best Mathematics Subject GRE Test Guide” by The Daily News! THE PRINCETON REVIEW GETS RESULTS. Getting a high score on the GRE Mathematics Subject Test isn’t about memorizing everything there is to know about math–it’s about targeting your test preparation. We teach you only the information you’ll need along with the best strategies for the test day. Within this book, you’ll find practical information on the what, when, where, and how of the exam, as well as subject reviews for all potential topics, including precalculus, calculus I and II, differential equations, linear algebra, number theory, and more. Techniques That Actually Work. • Preparation strategies and test-taking techniques to help you reach your top score • Shortcuts and strategies to speed up pacing and increase accuracy • Clear diagrams to acclimate you to three-dimensional coordinate problems Practice Your Way to Excellence. • 1 full-length practice test to familiarize you with the quirks and patterns of the GRE Mathematics Subject Test • Over 150 guided practice problems that directly demonstrate key strategies for dealing with tricky topics from trigonometric functions to double integrals, homomorphisms, and complex logarithms • Over 200 drill questions for independent practice, with thorough explanations to help provide total content mastery

Offers suggestions and techniques to help students prepare for the Graduate Record Examination subject test in mathematics, and includes a full-length sample test with answers and explanations

From the publisher. Getting a high score on the GRE Math Subject Test isn't about memorizing everything there is to know about math -- it's about targeting your test preparation. We teach you only the information you'll need along with the best strategies for the test day. In this book, you'll learn how to: use our strategies and techniques to boost your accuracy; increase your pacing and familiarize yourself with the test format; understand the topics that will most likely appear on the test; practice and review the subjects that are hardest for you. Cracking the GRE Math, 4th edition also includes a full-length practice GRE Math Subject Test.

A self-contained guide to the Physics GRE, reviewing all of the topics covered alongside three practice exams with fully worked solutions.

The purpose of this text is simple: It's to help students study. This booklet is intended to have enough detail to help struggling students understand key concepts. The design is such that solutions are self-contained and you can easily see what theorems are used. Major theorems are precisely formulated, either within the main text, the glossary, or both. From preface.

Comprehensive Prep for SAT Math Every year, students pay $1,000 and more to test prep companies to prepare for the math section of the SAT. Now you can get the same preparation in a book. Although the new SAT math section is difficult, it is very learnable. SAT Math Prep Course presents a thorough analysis of SAT math and introduces numerous analytic techniques that will help you immensely, not only on the SAT but in college as well. Features: Comprehensive Review: Twenty-three chapters provide complete review of SAT math, including concepts from Algebra II and Trigonometry. Practice: Includes 164 examples and more than 500 exercises! Arranged from easy to medium to hard to very hard. Diagnostic Test: The diagnostic test measures your strengths and weaknesses and directs you to areas you need to study more. Performance: If your target is a top score, this is the book!

The GRE subject tests are among the most difficult standardized exams. Rather than testing general problem-solving skills, they require highly specialized knowledge. The experts at The Princeton Review have thoroughly research each subject test to provide students with the most thorough, up-to-date information available. Students don’t need to relearn the entire histories of their fields—just what they need to know to earn high scores on the exams. Each guide includes one full-length practice exam, complete with comprehensive explanations for every solution.

This book is intended to present group representation theory at a level accessible to mature undergraduate students and beginning graduate students. This is achieved by mainly keeping the required background to the level of undergraduate linear algebra, group theory and very basic ring theory. Module theory and Wedderburn theory, as well as tensor products, are deliberately avoided. Instead, we take an approach based on discrete Fourier Analysis. Applications to the spectral theory of graphs are given to help the student appreciate the usefulness of the subject. A number of exercises are included. This book is intended for a 3rd/4th undergraduate course or an introductory graduate course on group representation theory. However, it can also be used as a reference for workers in all areas of mathematics and statistics.