Ordinary Differential Equations for BA and BSc Students

Many undergraduate science and mathematics students struggle to bridge the gap between algebraic formulas and the practical application of differential equations. This text-based course breaks down complex mathematical theories into clear, step-by-step written explanations designed specifically for BA and BSc students. You will build a strong mathematical foundation starting from fundamental definitions and terminology before moving on to solving complex equations. What you'll learn: Understand core terminology including order, degree, linearity, and boundary conditions. Solve first-order ordinary differential equations using separable and exact methods. Master linear differential equations with constant coefficients using complementary functions and particular integrals. Apply the method of undetermined coefficients and variation of parameters to non-homogeneous equations. Practice solving real-world modeling problems through structured written exercises. The course begins with foundational concepts and classification rules, then guides you step-by-step through standard analytical solution methods, ending with practical applications. This course is designed specifically for undergraduate BA and BSc students studying mathematics, with no advanced prerequisites beyond basic calculus. Begin reading today to build absolute confidence in your university mathematics exams.