Course Outline

&        Ordinary differential equation of first degree.

∆           Meaning, Concept and Definitions.

∆           Concept of ordinary differential equation.

∆           General and particular solution.

∆           Change of variable.

∆           Homogeneous equations.

∆           Equations reducible to homogeneous equations.

∆           Linear differential equations.

∆           Equations reducible to linear form.

∆           Concepts and types of orthogonal and oblique trajectories.

&        Linear differential equations with constant coefficient.

∆           Equation of the second order.

∆           Auxiliary equation and their roots, complimentary functions.

∆           Particular integral.

∆           Methods of finding particular integral.