Each book covers one syllabus unit (except P2 and P3 which are covered in a combined volume). The syllabus content is arranged in chapters to provide a viable teaching course. Each chapter starts with a list of learning objectives. Mathematical concepts; terminology and notation are explained clearly and carefully. Key results and procedures appear in boxes for easy reference. Stimulating worked examples take a stepby- step approach to problem solving and there are plenty of exercises throughout; as well as revision exercises and practice exam papers.rn1. THE POISSON DISTRIBUTIONrn2. LINEAR COMBINATIONS OF RANDOM VARIABLESrn3. CONTINOUS RANDOM VARIABLESrn4. SAMPLINGrn5. ESTIMATIONrn6. HYPOTHESIS TESTING: CONTINOUS VARIABLESrn7. HYPOTHESIS TESTING: DISCRETE VARIABLESrn8. ERRORS IN HYPOTHESIS TESTINGrnREVISION EXERCISES