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Table of Contents for Mathematics Applications

The book is in English. It consists of 131 pages, divided into four parts

Part I. The Math

The key math chapters that are essential for understanding various mathematical applications include Algebraic Equations, Quadratic Equations, Exponents, and Logarithms and Exponentials. Additionally, Trigonometric Equations, Sequences, Finite Series, and Probability play significant roles in tackling real-world engineering problems. Other important concepts such as Limits, Derivatives, Integrals, Infinite Series, and Differential Equations further enhance our ability to apply mathematics in practical scenarios.

Part II: Useful Information

Information to help solve real-world engineering problems and avoid pitfalls in math chapters, along with insights into various mathematical applications.

Part III: The Applications

Applications from each math chapter are designed to demonstrate the mathematical applications relevant to that chapter, showing how these concepts can be used to solve real-world engineering problems.

Part IV: Real-World Engineering Problems

Problem I: A Rocket is Launched into Orbit involves several math chapters that explore mathematical applications in aerospace engineering. Problem II: Formula One Racing is another exciting example of real-world engineering problems that require advanced mathematical concepts. Problem III: Satellites highlight the importance of math chapters in understanding orbital mechanics. Problem IV: Solar Wind demonstrates the mathematical applications in space weather phenomena. Problem V: Geometric Solids are essential in various engineering fields, showcasing their role in solving complex problems. Problem VI: The Stability of Tall Ships is a classic real-world engineering problem that utilizes principles from mathematics. Problem VII: Skyscrapers illustrate the critical application of math chapters in structural engineering. Problem VIII: Electric Car Efficiency is an area rich with mathematical applications that optimize performance. Problem IX: Ion Propulsion presents innovative solutions to propulsion challenges through mathematics. Finally, Problem X: The Space Elevator combines many math chapters to address the engineering intricacies of this futuristic concept.


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