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                    "text": "STARK STATE COLLEGE\nGENERAL SYLLABUS",
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                    "text": "Course Name: Ordinary Differential Equations\nCourse Number: MTH227",
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                    "text": "Textbook(s): Differential Equations with Boundary-Value Problems, 10th Edition-by Dennis G. Zill\nPublisher: Cengage Learning\nISBN (instant access): 9780357760543\nRequired Readings: None\nAdditional Materials: A graphing calculator is recommended.",
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                                    "text": "Ch 1 First-Order Differential Equations* Linear first-order…"
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                            "text": "Ch 1 First-Order Differential Equations* Differential Equations and Mathematical models* Integrals as general and particular solutions",
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                            "text": "Ch 1 First-Order Differential Equations* Slope fields and solution curves* Separable equations and applications",
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                            "text": "Ch 1 First-Order Differential Equations* Population models: growth and decay* Acceleration-velocity models* Test: Chapter 1",
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                            "text": "Ch 2 Linear Equations of Higher Order\\n ^{{*}} General solutions of linear equations\\n ^{{*}} Homogeneous equations with constant coefficients\\n ^{{*}} Mechanical vibrations",
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                            "text": "Ch 3 Power Series Methods\\n ^{{*}} Test: Chapter 2\\n ^{{*}} Review of power series\\n ^{{*}} Series solutions near ordinary points\\n ^{{*}} Regular singular points",
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                            "text": "Ch 4 Laplace Transform Methods\\n ^{{*}} Laplace transforms and inverse transforms\\n ^{{*}} Transformation of initial value problems",
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                            "text": "Ch 4 Laplace Transform Methods\\n ^{{*}} Review of chapter 4\\n ^{{*}} Test: Chapter 4",
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                            "text": "13",
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                            "text": "Ch 5 Linear Systems of Differential Equations\\n ^{{*}} First-order systems and applications\\n ^{{*}} The method of elimination",
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                            "text": "14",
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                            "text": "Ch 5 Linear Systems of Differential Equations\\n ^{{*}} Matrices and linear systems\\n ^{{*}} The eigenvalue method for homogeneous equations",
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                            "text": "15",
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                            "text": "Ch 6 Numerical Methods\\n ^{{*}} Numerical approximations: Euler's Method\\n ^{{*}} The Runge-Kutta Method",
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                            "text": "16",
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                            "text": "Final Exam Week\\nFinal Exam (Chapters 5&6)",
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                    "text": "Page 2 of 2",
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                    "text": "Rev. 05/2025",
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