This course covers the definition of "transform", focusing on the Laplace transform of algebraic, exponential, and trigonometric functions. It also addressed basic theorems including shifting, initial, and final-value theorems; unit-step, periodic, and delta functions; methods of inverting transforms; solutions of differential equations by transform methods; Fourier series and coefficients; expansion of functions in Fourier series; complex Fourier coefficients; Parseval's Theorem; and Fourier transform and its properties. Prerequisite: MA-340. (3-0-3)