Discrete Mathematics: A Computational Approach Using BASIC |
Contents
SETS | 38 |
RELATIONS AND FUNCTIONS | 59 |
SOME IMPORTANT FUNCTIONS | 77 |
Copyright | |
12 other sections not shown
Common terms and phrases
appear augmented matrix barycentric coordinates BASIC called coin column compound statement COMPUTER EXERCISES defined Definition denote diagram dice elementary operations elementary row operations elements END Run Enter the following equal event Example fair penny Figure finite probability space following program function f GOTO graph Hence Hermite normal form incidence matrix inequalities initial tableau INPUT integers k₁ large number last row linear equations linear programming linear programming problems mathematical mathematical induction maximum multiplication n-set n₁ natural number non-negative notation obtain occurs outcomes p(u₁ p₁ permutation pivot points precisely PRINT ENTER probability measure probability space r-sample r-selection real numbers record the output row-echelon form Run the program S₁ satisfy sequence of elementary simplex algorithm solve subset Suppose system of linear Theorem tosses total number true truth table truth value Type u₁ u₂ value F value of ƒ vector write X₁