Differential Equations |
Contents
Particular Solutions | 1 |
Solving the Equation Mxy dx + Nxy dy 0 | 13 |
Miscellaneous Exercises | 34 |
Copyright | |
24 other sections not shown
Common terms and phrases
2x dx 2xy dy 2y dx a₁ assume axis c₁ and c₂ c₁x called CHAPTER coefficients converges cx² d2y dy defined DEFINITION denote determine Differentiation yields discussion dx dy dx2 dx dy dx dy y dx dy/dx elimination equa exact Example EXERCISES Find existence theorem family of curves Find a primitive Find the differential Find the equation following equations form a fundamental formula fundamental system Hence integrating factor Laplace transform linear differential equation linear equation linearly independent Lipschitz condition matrix method numbers obtain orthogonal trajectories P₁(x parabolas partial differential equation Po(x primitive of Solution problem proof proved satisfy Section simultaneous equations solutions of 14 student Substitute system of solutions tangent tion variables are separated vector write Wronskian x dy x²y y₁ and y₂ y² dx y²x zero მყ