Synopsis
1. Differential Equations of the First Order and the First Degree; Definitions; Arbitrary Constants; Equations of the First Order and First Degree; Equations in which the Variables are Separable; Homogeneous Function; A Test for Homogeneity of a Function of X and Y; Homogenous Equations; Equations Reducible to a Homogeneous Form; Linear Differential Equations; Equations Reducible to Linear Form; Exact Differential Equations; Condition That an Equation of First Order and First Degree be Exact; Solution of an Exact Differential Equation; Integrating Factor; Integrating Factor by Inspection; Rules for Finding Out Integrating Factors; Change of Variables; 2. Different Equations of the First Order, but Not of the First Degree; Types of Such Equations; Equations Solvable for p ; Equations Solvable for Y; Equations Solvable for X; Clairaut’s Equation; 3. Singular Solutions and Orthogonal Trajectories; Singular Solution; Determination of Singular Solution; Particular Case; Trajectories; Orth
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Differential Equations
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Atlantic Publishers and Distributors, 2006
ISBN 10: 8126906200
ISBN 13: 9788126906208
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Differential Equations
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Atlantic Publishers and Distributors, 2006
ISBN 10: 8126906200
ISBN 13: 9788126906208
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Differential Equations
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Atlantic Publishers and Distributors, 2006
ISBN 10: 8126906200
ISBN 13: 9788126906208
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