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A Solution Manual For
AN INTRODUCTION TO ORDINARY DIFFERENTIAL EQUATIONS by JAMES C. ROBINSON. Cambridge University Press 2004

Nasser M. Abbasi

May 15, 2024   Compiled on May 15, 2024 at 4:49am

1 Chapter 5, Trivial differential equations. Exercises page 33
2 Chapter 7, Scalar autonomous ODEs. Exercises page 56
3 Chapter 8, Separable equations. Exercises page 72
4 Chapter 9, First order linear equations and the integrating factor. Exercises page 86
5 Chapter 10, Two tricks for nonlinear equations. Exercises page 97
6 Chapter 12, Homogeneous second order linear equations. Exercises page 118
7 Chapter 14, Inhomogeneous second order linear equations. Exercises page 140
8 Chapter 15, Resonance. Exercises page 148
9 Chapter 16, Higher order linear equations with constant coefficients. Exercises page 153
10 Chapter 17, Reduction of order. Exercises page 162
11 Chapter 18, The variation of constants formula. Exercises page 168
12 Chapter 19, CauchyEuler equations. Exercises page 174
13 Chapter 20, Series solutions of second order linear equations. Exercises page 195
14 Chapter 26, Explicit solutions of coupled linear systems. Exercises page 257
15 Chapter 27, Eigenvalues and eigenvectors. Exercises page 267
16 Chapter 28, Distinct real eigenvalues. Exercises page 282
17 Chapter 29, Complex eigenvalues. Exercises page 292
18 Chapter 30, A repeated real eigenvalue. Exercises page 299