A Handbook of Mathematical Methods and Problem-Solving Tools for Introductory Physics (Second Edition)
By (author) Joshua F Whitney, Heather M Whitney

Publication date:
02 June 2021Length of book:
90 pagesPublisher
Institute Of Physics PublishingDimensions:
254x178mm7x10"
ISBN-13: 9780750333979
This is a companion textbook for an introductory course in physics. The purpose is to thoroughly link the theories students learn in class with actual problem-solving techniques. In other words, it addresses the common complaint that 'I feel like I understand the concepts, but I can’t do the homework'. This book covers the fundamentals that comprise the majority of a physics course in as simple and concise terms as possible, with a particular emphasis on how the fundamental concepts and equations allow students to solve problems. In addition to updates across the board, this edition includes new material relating to waves, optics, fields, magnetism, and circuits. Each section focuses on a deeper understanding of the equations you will be using along with problem-solving skills. Remember that equations themselves are merely tools and you will be in much better shape if you know what tool you are looking for before you start looking. The book will equip you with the problem-solving techniques and conceptual explanations that can be applied to almost anything in your introductory physics course.
This handbook is intended mainly for students learning introductory physics or electromagnetics. It is essentially a guidebook for helping students understand and reinforce the basic concepts in physics and engineering. The authors provide examples and explanations for many fundamentals concepts. What makes this book so valuable is that the authors have clearly and carefully written many useful tips and explanations for understanding basic concepts in physics that give students an advantage in not only lest taking but in real understanding. In addition to explaining concepts, many of the tips are for ensuring the calculations are performed correctly.
John J Shea, IEEE Electrical Insulation magazine, September-October 2022