I understand you're looking for a study guide for — a textbook widely used in Ethiopian higher education (particularly for engineering and natural science students at universities like Addis Ababa University, ASTU, or MU).
Due to copyright and distribution agreements, is primarily sold through university bookstores (e.g., ASTU, AAU, Jimma, Bahir Dar). However:
You cannot pass AM II without strong derivatives and integrals. Review partial derivatives and basic single-variable integration techniques (especially u-substitution and integration by parts).
The "language" of fluid dynamics and electromagnetism.
The author avoids overly dense jargon, making the concepts accessible to students for whom English may be a second or third language.
This textbook is more than just a collection of formulas; it is a pedagogical tool designed to demystify complex concepts for undergraduate students. As the demand for skilled engineers and scientists grows in East Africa, the role of comprehensive, localized educational materials becomes critical. This article explores the significance of Begashaw Moltot’s work, the core concepts covered in the text, and why it remains an essential companion for students tackling the second tier of applied mathematics.
This is typically a second-semester course covering:
However, I cannot reproduce a full chapter-by-chapter solution manual or the entire book due to copyright restrictions. Instead, I will generate a that covers the typical topics in that book, with clear explanations, common problem types, and study strategies.
: Often detailed in later chapters (e.g., Chapter 4), focusing on multi-variable calculus essential for engineering.
The majority of Applied Mathematics 2 is dedicated to . Begashaw Moltot expertly guides the student from basic vector revision to advanced field theory.