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Prealgebra and Introductory Algebra An Applied Approach by Richard Aufmann – Cengage Learning Hardcover
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Prealgebra and Introductory Algebra: An Applied Approach by Richard Aufmann – A Step-by-Step Math Foundation Book for In

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Product Description

Introduction

Mathematics is the foundation of logical thinking and problem-solving, and mastering its basics is essential for every student. Prealgebra and Introductory Algebra: An Applied Approach by Richard Aufmann is a trusted textbook that simplifies complex concepts and builds a strong mathematical foundation. Published by Cengage Learning, this hardcover edition is designed for Indian students who want to excel in prealgebra and introductory algebra with clarity and confidence. Whether you are preparing for competitive exams or strengthening your school curriculum, this book is your ideal companion.

Book Overview

This book is a comprehensive guide that covers both prealgebra and introductory algebra in one volume. It follows the renowned Aufmann Interactive Method, which encourages active learning through step-by-step examples and practice problems. The content is organized around clear learning objectives, making it easy for students to track their progress. From basic arithmetic to algebraic equations, every topic is explained in a simple, applied manner. The book is perfect for Indian classrooms, self-study, and tuition centres, offering a blend of theory and real-world applications.

Key Highlights

  • Interactive Learning Approach: The Aufmann Interactive Method promotes active participation with paired examples and 'You Try It' exercises.
  • Objective-Based Structure: Each chapter is built around specific learning objectives, ensuring focused and measurable progress.
  • Applied Context: Real-life examples and word problems help students see the relevance of mathematics in daily life.
  • Gradual Skill Building: Concepts progress from simple to complex, reinforcing foundational skills before moving to advanced topics.
  • Comprehensive Coverage: Covers both prealgebra and introductory algebra in one book, saving time and money.

Inside the Book

The book is divided into well-organized chapters that cover essential topics. Each chapter begins with a clear list of objectives and ends with a review section. Inside, you will find numerous worked-out examples, practice sets, and cumulative reviews. The 'How To' examples guide students through problem-solving techniques, while the paired 'You Try It' problems allow immediate application. The book also includes chapter tests, answer keys, and glossaries for quick reference. Diagrams, tables, and charts are used extensively to illustrate concepts visually.

Key Topics

  • Whole Numbers and Integers: Operations, place value, and number line concepts.
  • Fractions and Decimals: Addition, subtraction, multiplication, division, and conversions.
  • Ratios, Proportions, and Percentages: Applications in discounts, interest, and statistics.
  • Algebraic Expressions: Variables, constants, and simplifying expressions.
  • Linear Equations and Inequalities: Solving, graphing, and real-world applications.
  • Exponents and Polynomials: Rules of exponents, operations with polynomials.
  • Factoring and Quadratic Equations: Techniques and problem-solving strategies.
  • Geometry and Measurement: Perimeter, area, volume, and unit conversions.
  • Data Analysis and Probability: Mean, median, mode, and basic probability.

Reader Benefits

  • Builds Confidence: The interactive method helps students master concepts step by step, reducing math anxiety.
  • Supports Self-Study: Clear explanations and abundant practice problems make it easy to learn independently.
  • Exam-Ready Preparation: Aligned with school curricula and competitive exam syllabi, including Olympiads and entrance tests.
  • Teacher-Friendly Resource: Ideal for tutors and educators to design lesson plans and assessments.
  • Durable Hardcover: Long-lasting binding suitable for heavy daily use in classrooms and libraries.

Learning Outcomes

By the end of this book, students will be able to perform arithmetic operations with confidence, solve linear equations and inequalities, work with fractions and decimals fluently, apply ratios and percentages in real-world scenarios, simplify algebraic expressions, factor polynomials, and interpret basic statistical data. They will also develop critical thinking and analytical skills that are essential for higher mathematics and everyday decision-making.

Who Should Read

  • School Students: Class 6 to 10 students who want a strong foundation in prealgebra and algebra.
  • Competitive Exam Aspirants: Those preparing for NTSE, Olympiads, and other scholarship exams.
  • Self-Learners: Adults or beginners looking to refresh their math skills for career or personal growth.
  • Teachers and Tutors: Educators seeking a structured, interactive textbook for classroom instruction.
  • Parents: Parents helping their children with homework and math practice at home.

About the Author

Richard Aufmann is a highly respected mathematics educator and author with decades of experience in teaching and curriculum design. He is known for developing the Aufmann Interactive Method, a pedagogical approach that emphasizes active learning and student engagement. His textbooks are widely used in schools and colleges across the world for their clarity, practicality, and effectiveness. Aufmann's work has helped millions of students overcome math difficulties and achieve academic success.

About the Publisher

Cengage Learning is a global leader in educational content and technology, providing high-quality textbooks and learning resources for students and educators. With a strong presence in India, Cengage Learning publishes books that align with Indian educational standards and support diverse learning needs. Their commitment to innovation and excellence makes them a trusted partner for academic success. This hardcover edition is printed on premium paper with clear fonts, ensuring a comfortable reading experience.

Conclusion

Prealgebra and Introductory Algebra: An Applied Approach is more than just a textbook—it is a complete learning system that empowers students to master mathematics with confidence. With its interactive method, objective-based structure, and real-world applications, this book is an invaluable resource for Indian students and educators. Order your copy from Bookshops.in today and take the first step toward mathematical excellence.

Quick Summary

Prealgebra and Introductory Algebra: An Applied Approach by Richard Aufmann is a comprehensive textbook that seamlessly guides students from basic arithmetic to introductory algebra using the renowned Aufmann Interactive Method. Designed for active learning, each concept is introduced through clear 'How To' examples followed by immediate 'You Try It' problems, ensuring students build confidence and mastery step by step. The book covers essential topics such as fractions, decimals, linear equations, polynomials, factoring, and graphing, all within a real-world context that makes mathematics relevant and engaging. It is ideal for Indian college students, self-learners, and anyone preparing for competitive exams who need a strong foundation in algebra. By focusing on applied problem-solving and a carefully structured hierarchy of objectives, this textbook helps students develop critical thinking skills and a deep understanding of mathematical principles. Purchasing from Bookshops.in guarantees a genuine, high-quality hardcover edition delivered across India, making it a trusted choice for academic success.

Book Highlights

Aufmann Interactive Method encourages active learning
Step-by-step 'How To' examples paired with 'You Try It' exercises
Covers prealgebra and introductory algebra in one volume
Real-world applications make math relevant and engaging
Clear, simple organization around learning objectives
Extensive practice problems with answers included
Builds from basic arithmetic to algebraic equations
Focus on building confidence and mastery
Ideal for Indian college entrance exam prep
Supports self-paced learning and classroom use
Includes chapters on fractions, decimals, and percentages
Covers linear equations, polynomials, and factoring
Graphing and data interpretation sections
Practical word problems to apply concepts

Book Specifications

ISBN-139781133365426
ISBN-101133365426
Publisher‎ Brooks/Cole Pub Co
Language‎ English
Dimensions‎ 21.34 x 3.3 x 26.92 cm
Weight‎ 1 kg 810 g
CategoryMathematics › Algebra & Trigonometry
GenreNon-fiction
Original LanguageEnglish

Frequently Asked Questions

Who is the author of Prealgebra and Introductory Algebra?
The book is authored by Richard Aufmann, a renowned mathematics educator known for the Aufmann Interactive Method.
What is the Aufmann Interactive Method?
It is a teaching approach where students first study worked examples, then immediately solve similar 'You Try It' problems to reinforce learning.
Is this book suitable for beginners?
Yes, it starts with prealgebra concepts and gradually progresses to introductory algebra, making it ideal for beginners.
Does the book include practice problems?
Yes, each section contains numerous practice problems, including paired examples and exercises.
Can this book be used for self-study?
Absolutely, the step-by-step format and answer keys make it perfect for independent learners.
Is the book aligned with Indian curricula?
While it follows a global approach, the foundational topics are widely applicable to Indian college and entrance exam syllabi.
What topics are covered in the book?
Topics include fractions, decimals, percentages, linear equations, polynomials, factoring, quadratics, and graphing.
Does the book have real-world applications?
Yes, it emphasizes applied mathematics with word problems and everyday scenarios.
What is the ISBN of this book?
ISBN-13: 9781133365426.
Who publishes this book?
Cengage Learning, a leading educational publisher.
Is this book available in English?
Yes, the language is English.
What is the price of the book?
The price is ₹5368 at Bookshops.in.
How is this book different from other algebra textbooks?
Its unique interactive method, real-world focus, and clear objective-based structure set it apart.

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