This document contains practice questions from 5 units of the MA8353 Transforms and Partial Differential Equations course: Unit 1 covers solving partial differential equations using methods like Lagrange's method and Clairaut's method. Unit 2 covers Fourier series topics including half range Fourier series and harmonic analysis. Unit 3 applies partial differential equations to problems involving waves, heat, and vibrating strings. Unit 4 covers Fourier transforms, including finding transforms of basic functions and using properties like self-reciprocity. Unit 5 covers solving difference equations using Z-transforms and applying techniques like convolution and working with poles and residues for inverse transforms. The document provides a pool of important practice questions to help prepare for exams,