Great Math Books
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Algebra_and_Trigonometry_3rd_Edition
By: Robert F. Blitzer
In Pre-Algebra Demystified experienced math instructor Allan Bluman provides an effective, anxiety-soothing, and totally painless way to master the math fundamentals so crucial to college¿but so difficult for the math-impaired and anxious.
With Pre-Algebra Demystified you master the subject one simple step at a time — at your own speed. This unique self-teaching guide offers problems at the end of each chapter, quizzes to pinpoint weaknesses, and a 100-question final exam to reinforce the entire book.
This is a fast and entertaining self-teaching course that's specially designed to reduce anxiety. Get ready to:
* Build a working knowledge of whole numbers, fractions, decimals, ratios, and percents
* Grasp word problems and underlying math concepts
* Learn basic equations and operations with integers
* Construct a solid foundation for algebra, geometry, statistics, and business math
* Prepare to take pre-college exams
Get over math anxiety using a special program included in the book
* Take a "final exam" and grade it yourself!
Pre-Algebra Demystified is your direct route to confidence with higher math!
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Algebra Demystified
Robert Miller
Table of Contents
TO THE STUDENT
Chapter 1: Natural Numbers and Introductory Terms
Chapter 2: Integers Plus More
Chapter 3: First-Degree Equations
Chapter 4: Problems with Words: Why So Many Students Have Problems on the SAT
Chapter 5: Factoring
Chapter 6: Algebraic Fractions
Chapter 7: Radicals and Exponents
Chapter 8: Quadratics
Chapter 9: Points, Lines, and Planes
Chapter 10: Odds and Ends
Chapter 11: Miscellaneous Miscellany
APPENDIX 1: FRACTIONS, DECIMALS, PERCENTS, AND GRAPHS
APPENDIX 2: SETS
ACKNOWLEDGMENTS
ABOUT BOB MILLER: IN HIS OWN WORDS
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This self-contained text is suitable for advanced undergraduate and graduate students and may be used either after or concurrently with courses in general topology and algebra. It surveys several algebraic invariants: the fundamental group, singular and Cech homology groups, and a variety of cohomology groups. Proceeding from the view of topology as a form of geometry, Wallace (professor emeritus, University of Pennsylvania) emphasizes geometrical motivations and interpretations. Once beyond the singular homology groups, he advances an understanding of the subject's algebraic patterns, leaving geometry aside to study these patterns as pure algebra. Exercises are included, and many of them feature results that appear in later expositions. Appendices offer reviews of background material in fundamental groups and general topology. This is an unabridged republication of the edition published by W. A. Benjamin, Inc., New York, 1970. Annotation ©2008 Book News, Inc., Portland, OR (booknews.com)
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Six full-length Advanced Placement practice Statistics exams are presented in this manual with all questions answered and explained. Equally valuable to prospective test takers is the author's 15-chapter topic review, covering virtually everything they will encounter on the actual exam. Topics for review are divided into four general themes: Exploratory Analysis, Planning a Study, Probability, and Statistical Inference. Additional multiple-choice and free-response questions with answers are presented at the end of all 15 chapters. Detailed appendices include exam-taking advice, an AP scoring guide, a guide to basic uses of TI-83/TI-84 calculators, and more.
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Instant revision notes for AS-level maths, with self-check questions and grade-boosting tutorials in a handy A5-sized book. The notes are written by experienced teachers who know what students need for that final check.
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AS Maths
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Beginning finite Mathematics
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