Introduction to Finite Mathematics with Applications (NCSU)  A more complex problem (18:03)
(Lavon B. Page / North Carolina State University)



Introduction to Finite Mathematics with Applications (NCSU)  Absorbing Markov chains (28:57)
(Lavon B. Page / North Carolina State University)



Introduction to Finite Mathematics with Applications (NCSU)  Absorbing states and the matrix algebra tool (7:10)
(Lavon B. Page / North Carolina State University)



Introduction to Finite Mathematics with Applications (NCSU)  Applying the matrix tool to population dynamics (2:55)
(Lavon B. Page / North Carolina State University)



Introduction to Finite Mathematics with Applications (NCSU)  Combining conditional probabilities and tree diagrams (21:56)
(Lavon B. Page / North Carolina State University)



Introduction to Finite Mathematics with Applications (NCSU)  Conditional probability (41:58)
(Lavon B. Page / North Carolina State University)



Introduction to Finite Mathematics with Applications (NCSU)  Don't let symbols throw you for a loop (2:47)
(Lavon B. Page / North Carolina State University)



Introduction to Finite Mathematics with Applications (NCSU)  Expected value (16:58)
(Lavon B. Page / North Carolina State University)



Introduction to Finite Mathematics with Applications (NCSU)  Finding an inverse with either tool (1:43)
(Lavon B. Page / North Carolina State University)



Introduction to Finite Mathematics with Applications (NCSU)  Graphing Linear Inequalities (15:18)
(Lavon B. Page / North Carolina State University)



Introduction to Finite Mathematics with Applications (NCSU)  How the simplex method works for nonstandard problems (9:27)
(Lavon B. Page / North Carolina State University)



Introduction to Finite Mathematics with Applications (NCSU)  Independence and independent trials (39:56)
(Lavon B. Page / North Carolina State University)



Introduction to Finite Mathematics with Applications (NCSU)  Introduction to matrices and matrix addition (10:15)
(Lavon B. Page / North Carolina State University)



Introduction to Finite Mathematics with Applications (NCSU)  Introduction to sets (13:34)
(Lavon B. Page / North Carolina State University)



Introduction to Finite Mathematics with Applications (NCSU)  Introduction to the matrix tool (4:09)
(Lavon B. Page / North Carolina State University)



Introduction to Finite Mathematics with Applications (NCSU)  Manufacturing checkers and chess sets (7:33)
(Lavon B. Page / North Carolina State University)



Introduction to Finite Mathematics with Applications (NCSU)  Markov chain review (17:05)
(Lavon B. Page / North Carolina State University)



Introduction to Finite Mathematics with Applications (NCSU)  Matrix Inverses (17:52)
(Lavon B. Page / North Carolina State University)



Introduction to Finite Mathematics with Applications (NCSU)  Matrix multiplication (12:06)
(Lavon B. Page / North Carolina State University)



Introduction to Finite Mathematics with Applications (NCSU)  Matrix multiplication using the Matrix Tool (2:20)
(Lavon B. Page / North Carolina State University)



Introduction to Finite Mathematics with Applications (NCSU)  Modeling population dynamics with matrices (7:19)
(Lavon B. Page / North Carolina State University)



Introduction to Finite Mathematics with Applications (NCSU)  More applications of linear programming (14:19)
(Lavon B. Page / North Carolina State University)



Introduction to Finite Mathematics with Applications (NCSU)  More review problems (14:50)
(Lavon B. Page / North Carolina State University)



Introduction to Finite Mathematics with Applications (NCSU)  More standard problems (20:14)
(Lavon B. Page / North Carolina State University)



Introduction to Finite Mathematics with Applications (NCSU)  Multistep probabilities via the Matrix Tool (3:55)
(Lavon B. Page / North Carolina State University)



Introduction to Finite Mathematics with Applications (NCSU)  Multistep transition probabilities (9:24)
(Lavon B. Page / North Carolina State University)



Introduction to Finite Mathematics with Applications (NCSU)  Multiplication principle and tree diagrams (19:10)
(Lavon B. Page / North Carolina State University)



Introduction to Finite Mathematics with Applications (NCSU)  Nonstandard problems (20:20)
(Lavon B. Page / North Carolina State University)



Introduction to Finite Mathematics with Applications (NCSU)  Past Due Assignments and Extensions (2:27)
(Lavon B. Page / North Carolina State University)



Introduction to Finite Mathematics with Applications (NCSU)  Permutations and Combinations (29:29)
(Lavon B. Page / North Carolina State University)



Introduction to Finite Mathematics with Applications (NCSU)  Regular Markov chains (19:48)
(Lavon B. Page / North Carolina State University)



Introduction to Finite Mathematics with Applications (NCSU)  Sample space and events (17:30)
(Lavon B. Page / North Carolina State University)



Introduction to Finite Mathematics with Applications (NCSU)  Set operations and Venn diagrams (17:49)
(Lavon B. Page / North Carolina State University)



Introduction to Finite Mathematics with Applications (NCSU)  Setting up linear programming problems (19:11)
(Lavon B. Page / North Carolina State University)



Introduction to Finite Mathematics with Applications (NCSU)  Setting up the initial simplex tableau (13:41)
(Lavon B. Page / North Carolina State University)



Introduction to Finite Mathematics with Applications (NCSU)  Solving a nonstandard problem with the row operation tool (7:31)
(Lavon B. Page / North Carolina State University)



Introduction to Finite Mathematics with Applications (NCSU)  Solving a standard problem (21:40)
(Lavon B. Page / North Carolina State University)



Introduction to Finite Mathematics with Applications (NCSU)  Solving a standard problem with the row operation tool (6:07)
(Lavon B. Page / North Carolina State University)



Introduction to Finite Mathematics with Applications (NCSU)  Solving linear programming problems graphically (24:46)
(Lavon B. Page / North Carolina State University)



Introduction to Finite Mathematics with Applications (NCSU)  Some final tips (10:52)
(Lavon B. Page / North Carolina State University)



Introduction to Finite Mathematics with Applications (NCSU)  Some review problems (17:43)
(Lavon B. Page / North Carolina State University)



Introduction to Finite Mathematics with Applications (NCSU)  Submitting answers in WebAssign (4:12)
(Lavon B. Page / North Carolina State University)



Introduction to Finite Mathematics with Applications (NCSU)  Summary of strategy for row operations (3:31)
(Lavon B. Page / North Carolina State University)



Introduction to Finite Mathematics with Applications (NCSU)  Systems of equations (30:51)
(Lavon B. Page / North Carolina State University)



Introduction to Finite Mathematics with Applications (NCSU)  The matrix tool and steadystate distributions (2:11)
(Lavon B. Page / North Carolina State University)



Introduction to Finite Mathematics with Applications (NCSU)  Uniform probability distributions (43:19)
(Lavon B. Page / North Carolina State University)



Introduction to Finite Mathematics with Applications (NCSU)  Using a matrix inverse to solve a system of equations (2:32)
(Lavon B. Page / North Carolina State University)



Introduction to Finite Mathematics with Applications (NCSU)  Using the row operation tool to find corner points (1:14)
(Lavon B. Page / North Carolina State University)



Introduction to Finite Mathematics with Applications (NCSU)  Using the row operation tool to solve a system of equations (7:55)
(Lavon B. Page / North Carolina State University)



Introduction to Finite Mathematics with Applications (NCSU)  Venn diagrams and data (15:50)
(Lavon B. Page / North Carolina State University)



Introduction to Finite Mathematics with Applications (NCSU)  What is a Markov chain? (13:33)
(Lavon B. Page / North Carolina State University)



Introduction to Finite Mathematics with Applications (NCSU)  What is probability? (29:09)
(Lavon B. Page / North Carolina State University)



Introduction to Finite Mathematics with Applications (NCSU)  Why the method for finding the inverse of a matrix works (6:30)
(Lavon B. Page / North Carolina State University)



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