18:05

Ex # 11.1 Question # 11-14 The Simplex: Feasible Region and Supplemental Variables. Frank S Budnick

05:24

Ex # 11.1 Question # 5-10 The Simplex: Standard Form and Supplemental Variables. Frank S Budnick

03:04

Ch 16 Ex 16.2 Q # 10 Optimization Location & Nature of Critical Point Business Math-II Frank Budnick

07:36

Ex # 11.1 Question # 1-4 The Simplex: Standard Form and Supplemental Variables. Frank S Budnick

02:42

Ch 16 Ex 16.2 Q # 9 Optimization Location & Nature of Critical Points Business Math-II Frank Budnick

07:31

Ch 16 Ex 16.2 Q # 8 Optimization Location & Nature of Critical Points Business Math-II Frank Budnick

10:27

Ch 16 Ex 16.2 Q # 7 Optimization Location & Nature of Critical Points Business Math-II Frank Budnick

05:40

Ch 16 Ex 16.2 Q # 6 Optimization Location & Nature of Critical Points Business Math-II Frank Budnick

12:08

Ch 16 Ex 16.2 Q # 5 Optimization Location & nature of Critical Points Business Math-II Frank Budnick

07:16

Ch 16 Ex 16.2 Q # 4 Optimization Location & nature of Critical Points Business Math-II Frank Budnick

03:47

Ch 16 Ex 16.2 Optimization Q # 3 Location & nature of Critical Points Business Math-II Frank Budnick

07:51

Ch 16 Ex 16.2 Optimization Q # 2 Location & nature of Critical Points Business Math-II Frank Budnick

15:33

Ch 16 Ex 16.2 Optimization Q # 1 Location & nature of Critical Points Business Math-II Frank Budnick

09:02

Ch 16 Ex16.2 Optimization: First and Second Derivative Test Business Math-II Frank Budnick

09:55

Ex # 11.5 Question # 5 The Dual Problem: Dual of Minimization Linear Programming Problem

08:05

Ex # 11.5 Question # 4 The Dual Problem: Dual of Minimization Linear Programming Problem

10:04

Ex # 11.5 Question # 3 The Dual Problem: Dual of Maximization Linear Programming Problem

06:38

Ex # 11.5 Question # 2 The Dual Problem: Dual of Minimization Linear Programming Problem

08:37

Ex # 11.5 Question # 1 The Dual Problem: Dual of Maximization Linear Programming Problem

59:09

Graphical or Corner Point Method for Solving Linear Programming Problems

08:59

Vogel's Approximation Method: Transportation Model Basic Solution Method

05:29

North West Corner Method: Transportation Model Basic Solution Method

05:52

Ex # 4.1 Problem # 44-45: Insurance Premium An insurance company has a simplified method

04:52

Ex # 4.1 Problem # 46-47: The Local Electric Company uses the following method for computing monthly

03:56

Ex # 4.1 Problem # 48: Auto Leasing A car rental agency leases automobiles at a rate of $ 15 per day

03:55

Ex # 4.1 Problem # 49: In Manufacturing a product, a firm incurs cost of two Types

05:30

Ex # 4.1 Problem # 41-43: The Function C(x)=15x+80,000 Expresses the total cost in dollars

32:30

Ex # 2.2: Graphical Characteristics, Intercepts, Equations x=k, y=k and Slope

35:29

Ex # 2.3 Slope-Intercept Form Chapter 2 Applied Math for Business Economics and social Sciences

42:33

Ex # 2.4 Determining The Equation of a Straight Line: Applied Math for Business Economic social Sci

09:33

Ex # 2.5 Linear Equations Involving More Than Two Variables

40:32

Ex # 4.1 Problem # 1-40 Mathematical Functions: Functions

29:56

Ex # 3.1 Two-Variable Systems of Equations

26:53

Ex # 3.2 Gaussian Elimination Method

08:16

Ex # 3.1 Questions 1-10 Two-Variable Systems of Equations

14:15

Ex # 3.1 Questions 21-34 Two-Variable Systems of Equations

05:45

Ex # 3.3 Q # 2: Three Variables Systems Gaussian Elimination Method

01:35

Ex # 3.3 Q # 3: Three Variables Systems Gaussian Elimination Method

03:24

Ex # 3.3 Q # 4: Three Variables Systems Gaussian Elimination Method

07:43

Ex # 3.3 Q # 5: Three Variables Systems Gaussian Elimination Method

04:28

Ex # 3.3 Q # 6: Three Variables Systems Gaussian Elimination Method

04:59

Ex # 3.3 Q # 7: Three Variables Systems Gaussian Elimination Method

02:17

Ex # 3.3 Q # 8: Three Variables Systems Gaussian Elimination Method

06:32

Ex # 3.3 Q # 9: Three Variables Systems Gaussian Elimination Method

02:42

Ex # 3.3 Q # 10: Three Variables Systems Gaussian Elimination Method

06:59

Ex # 3.3 Q # 11: Three Variables Systems Gaussian Elimination Method

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Ex # 3.3 Q # 12: Three Variables Systems Gaussian Elimination Method

02:51

Ex # 3.3 Q # 13: Three Variables Systems Gaussian Elimination Method

04:18

Ex # 3.3 Q # 14: Three Variables Systems Gaussian Elimination Method

03:41

Ex # 3.3 Q # 15: Three Variables Systems Gaussian Elimination Method

05:26

Ex # 3.3 Q # 16-17: Three Variables Systems Gaussian Elimination Method

04:24

Ex # 3.3 Q # 18: Three Variables Systems Gaussian Elimination Method

03:04

Ex # 3.3 Q # 19: Three Variables Systems Gaussian Elimination Method

02:05

Ex # 3.3 Q # 20: Three Variables Systems Gaussian Elimination Method

02:41

Ex # 3.3 Q # 21: Three Variables Systems Gaussian Elimination Method

01:52

Ex # 3.3 Q # 22: Three Variables Systems Gaussian Elimination Method

14:53

Ex # 3.4 Q # 1: Selected Applications: Gaussian Elimination Method

13:49

Ex # 3.4 Q # 2: Selected Applications: Gaussian Elimination Method

07:46

Ex # 3.4 Q # 3: Selected Applications: Gaussian Elimination Method

12:16

Ex # 3.4 Q # 4: Selected Applications: Gaussian Elimination Method