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Chapter 1: Introduction: Definitions

Chapter 2: Separation of Variables

Chapter 3: Homogeneous Differential Equations

Chapter 4: Exact Differential Equations

Chapter 5: Non-Exact Differential Equations, Integrating Factors

Chapter 6: First-Ordered Linear Equations

Chapter 7: The Bernoulli Equation

Chapter 8: Differential Equations with Coefficients Linear in X and Y

Chapter 9: Special Second-Ordered Equations

Chapter 10: Applications of Ordinary First-Ordered Differential Equations

Chapter 11: Linear Equations of Higher Order

Chapter 12: The homogeneous Linear Equations with Constant Coefficients

Chapter 13: The Nonhomogeneous Linear Equations with Constant Coefficients

Chapter 14: Applications of the Higher-Ordered Linear Equations

Chapter 15: The Hyperbolic Functions

Chapter 16: The LaPlace Transforms; Gamma Functions

Chapter 17: Mathematical Series

Chapter 18: Determinants and Matrices

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