ELEMENTARY AND INTERMEDIATE ALGEBRA, A COMBINED COURSE THIRD EDITION

KSh 1,500.00

Elementary and Intermediate Algebra: A Combined Course (3rd Edition) by Charles P. McKeague is a comprehensive textbook that seamlessly integrates elementary and intermediate algebra concepts into a single, cohesive learning experience. Designed for students transitioning from basic mathematics, this edition emphasizes clarity and accessibility, presenting topics in a conversational style that facilitates understanding. Each section is structured to be covered in a single class session, with highlighted definitions and properties for easy reference. The textbook incorporates real-world applications and includes features such as chapter introductions, learning objectives, and assessments to enhance the learning process. Additionally, it offers a “Transitions” chapter to review elementary algebra concepts, aiding students as they progress to more advanced topics

1 in stock

EAN: 9780395976326 Category:

Description

Elementary and Intermediate Algebra: A Combined Course (3rd Edition) by Charles P. McKeague is a comprehensive textbook designed to bridge the gap between elementary and intermediate algebra. This edition offers a seamless integration of both subjects, providing students with a cohesive learning experience.

Key Features:

  • Integrated Approach: The textbook combines elementary and intermediate algebra topics, eliminating redundancy and providing a continuous learning path.

  • Clear Explanations: Concepts are presented in a straightforward manner, making complex topics more accessible to students.

  • Numerous Examples and Exercises: Each section includes a variety of examples and exercises to reinforce learning and ensure mastery of the material.

  • Real-World Applications: The book incorporates practical applications to demonstrate the relevance of algebra in everyday life.

  • Student-Friendly Layout: The design is clean and organized, facilitating easy navigation and study.

This edition is ideal for students seeking a unified approach to algebra, providing a solid foundation for further mathematical studies.

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