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Discrete Mathematics Problems - University of North Florida

Discrete Mathematics ProblemsWilliam F. KlostermeyerSchool of ComputingUniversity of North FloridaJacksonville, FL 32224E-mail: Preface31 Basics .. Truth Tables and Logical Equivalences .. Quantifiers .. Circuits .. 112 Sets133 Functions174 Integers and Matrices215 Direct Proofs .. Proofs by Contradiction .. Proofs by Induction .. 276 Basic Problems .. Graphs .. Directed Graphs .. Problems Requiring Proofs .. 357 Counting398 Other Relations .. Algorithm Analysis .. Recurrence Relations .. Generating Functions .. Boolean Algebra .. 47 Chapter 0 PrefaceThis booklet consists of problem sets for a typical undergraduate discretemathematics course aimed at computer science students. These problemmay be used to supplement those in the course textbook.

Argue that the symmetric difference operator does, or does not, always satisfy the associative property. List the elements in the following sets. Assume the universe is Z+: 41. {x|x < 8} 42. {x ...

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