Schaums̀ outline of theory and problems of finite mathematics

Propositions and truth tables, cap.1 algebra of propositions, cap.2 conditional statements, cap.3 arguments, logical implication, cap.4 set theory, cap.5 product sets, cap.6 relations, cap.7 functions, cap.8 vectors, cap.9 matrices, cap.10 linear equations, cap.11 determinants of order two and three, cap.12 the binomial coefficients and theorem, cap.13 permutations, ordered samples, cap.14 combinations, ordered partitions, cap.15 tree diagrams, cap.16 probability, cap.17 conditional probability, independence, cap.18 independent trials, random variables, cap.19 markov chains, cap.20 inequalities, cap.21 points, lines and hyperplanes, cap.22 convex sets and linear inequalities, cap.23 linear programming, cap.24 theory of games, cap.25