Schaum's Outline of Finite Mathematics

Propositions and truth tables; algebra of propositions; conditional statements; arguments; logical implication; set theory; product sets; relations; functions; vectors; matrices; linear equations; determinants of order two and three; the binomial coefficients and theorem; permutations; ordered samples; combinations; ordered partitions; tree diagrams; probability; conditional probability; independence; independent trials; random variables; Markov chains; inequalities; points, lines and hyperplanes; convex sets and linear inequalities; linear programming; theory of games.