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MATH 540  Strayer Study Resources

mat540 hw wk4
School: Strayer
MAT540 Homework Week 4 Page 1 of 4 MAT540 Week 4 Homework Chapter 15 2. The manager of the Carpet City outlet needs to make an accurate forecast of the demand for Soft Shag carpet (its biggest seller). If the manager does not order enough carpet from the

hw wk1
School: Strayer
MAT540 Homework Week 3 Page 1 of 3 MAT540 Week 1 Homework Chapter 1 2. The Retread Tire Company recaps tires. The fixed annual cost of the recapping operation is $60,000.The variable cost of recapping a tire is $9.The company charges $25 to recap a tire.

MATH 540 Week 2 DISCUSSION 2
School: Strayer
How does the science of probability affect decisions? Every day we make decisions that consciously or not depend on probability assessments. Whether it is deciding which way to travel to work, deciding if it is worth switching to another insurance company

HW1_answer_sheet
School: Strayer
Homework #1 Q2  A Fix Cost 60000 Variable Cost 9 sales volume 12000 sale Price 25 Q2  B Fix Cost 60000 Variable Cost 9 sales price 25 Breakeven quantities 3750 Q4 Fix Cost 25000 Variable Cost 0.15 sales price 0.4 Breakeven quantities 100000 Q12 Fix Co

hw wk7
School: Strayer
MAT540 Homework Week 7 Page 1 of 5 MAT540 Week 7 Homework Chapter 3 8. Solve the model formulated in Problem 7 for Southern Sporting Goods Company using the computer. a. State the optimal solution. b. What would be the effect on the optimal solution if th

mat540 hw wk3
School: Strayer
MAT540 Homework Week 3 Page 1 of 3 MAT540 Week 3 Homework Chapter 14 1. The Hoylake Rescue Squad receives an emergency call every 1, 2, 3, 4, 5, or 6 hours, according to the following probability distribution. The squad is on duty 24 hours per day, 7 days

Quiz 4
School: Strayer
Question 1 0 out of 2 points When using a linear programming model to solve the "diet" problem, the objective is generally to maximize profit. Answer Selected Answer: Correct Answer: True e Question 2 2 out of 2 points In formulating a typical diet proble

HW8_answer_sheet
School: Strayer
Grafton Metalworks Company Ore 1 2 3 4 5 6 A 0.19 0.43 0.17 0.2 0 0.12 Composition constraints Impurity constraint Decision variables Metal (%) B C 0.15 0.12 0.1 0.25 0 0 0.12 0 0.24 0.1 0.18 0.16 A B C D D Metal Ore 1 2 3 4 5 6 Objective function Minimiz

3300 Test 3 Fall 08 Practice test
School: Strayer
3300 Test 3 Practice Version Fall 2008 Multiple Choice Identify the choice that best completes the statement or answers the question. 1. Even if a treatment has no effect, it is still possible to obtain an extreme sample mean that is very different from t

FINAL EXAM
School: Strayer
Course: QUANTATIVE METHODS
MAT540 QUANTITATIVE METHOS FINAL EXAM For the following problems, use Lingo10 or QM to solve. MUST include your solution screen shots. 1.0 Given the following linear programming problem: Min Z = 2x + 8y Subject to (1) 8x + 4y i 64 (2) 2x + 4y i 32 (3) y i

mat540_term_paper
School: Strayer
Course: Math 540
Math 540 Term Paper 1 Quantitative Methods MAT540 Week 10 Term Paper Show Case: Application of Quantitative Methods for the Exploration and Analysis of a Transshipment Problem Submitted By MariaLorelie Hall Marialoreliehall_marriott@yahoo.com Submitted to

Quiz chpt 2
School: Strayer
Question 1 0 out of 2 points A brand of television has a lifetime that is normally distributed with a mean of 7 years and a standard deviation of 2.5 years. What is the probability that a randomly chosen TV will last more than 8 years? Note: Write your an

Math Quiz Week 10
School: Strayer
Course: QUANTATIVE METHODS
TRANSPORTATION, TRANSSHIPMENT AND ASSIGNMENT PROBLEMS TRUE/FALSE 1.0 In a transportation problem, items are allocated from sources to destinations at a maximum cost. False 2.0 The linear programming model for a transportation problem has constraints for s

MAT 540 Week 10 Assignment 4 Case Problem  Stateline Shipping and Transport Company
School: Strayer
Course: Statistics
Assignment #4 Helen Davenport Math 540 1. See MS Excel Spreadsheet. 2. Model was solved as follows: a. Plants were labeled 1 through 6, waste facilities labeled A through C. b. Objective function: Minimize Z = 1A(12) + 1B(15) + 1C(17) + 2A(14) + 2B(9) + 2

Math Quiz Week 9
School: Strayer
Course: QUANTATIVE METHODS
INTEGER PROGRAMMING 1. In a mixed integer model, some solution values for decision variables are integer and others can be noninteger. True: In mixed integer model values for some decision variables must be integer and for others it can be noninteger an

GeneralLaw
School: Strayer
Question 1 1 out of 1 points The settlement of criminal charges by atonement was the forerunner of our present procedures for fining criminals. Answer Selected Answer: a. True Question 2 1 out of 1 points After a person is arrested, unless the charge agai

MAT540 Week 8 Assignment
School: Strayer
Running Head: MAT540 Week 8 Assignment 1 MAT540 Week 8 Assignment Nicole Stokes Professor PeiHwa Lo Math 540 August 23, 2014 Running Head: MAT540 Week 8 Assignment 2 Problem You are a portfolio manager for the XYZ investment fund. The objective for the f

hw wk2
School: Strayer
MAT540 Homework Week 2 Page 1 of 4 MAT540 Week 2 Homework Chapter 12 8. A local real estate investor in Orlando is considering three alternative investments: a motel, a restaurant, or a theater. Profits from the motel or restaurant will be affected by the

Copy of HW6_answer_sheet
School: Strayer
Product Lines Profits for each product Product #1 6 Product #2 4 10 7 10 3 Total hours Time required on Line #1 Time required on Line #2 Product #1 Product #2 Maximized profits Please use graphic method to solve the problem Please enter your solution in Y

HW6_answer_sheet
School: Strayer
Product Lines Decision variables: Let x number of Product and y number of Product 2 be produced. The objective function is: Maximize z = 6x + 4y Subject to the constraints: 10x + 10y 100 (Processing time on Line 1 constraint) 7x + 3y 42 (Processing time o

Week 8 Assignment Excel Sheet
School: Strayer
Microsoft Excel 14.0 Answer Report Worksheet: [Problem 1_Only.xlsx]Problem 1 Report Created: 8/21/2014 1:51:35 PM Result: Solver found a solution. All Constraints and optimality conditions are satisfied. Solver Engine Engine: GRG Nonlinear Solution Time:

184BMLSCM_(533)
School: Strayer
The Hoylake Rescue Squad receives an emergency call every 1, 2, 3, 4, 5, or 6 hours, according to the following probability distribution: Time Between emergency Probability Calls (hours) 1 .0.05 2 .0.10 3 .0.30 4 .0.30 5 .0.20 6 .0.05 1.00 The squad is on

P93A_FA8e_0713
School: Strayer
P93A On January 1, 2014, Thao Company purchased the following two machines for use in its production process. Machine A: The cash price of this machine was $35,000 Related expenditures included: sales tax $1,700 shipping costs $150 insurance during shipp

P93A_FA8e_0713
School: Strayer
P93A On January 1, 2014, Thao Company purchased the following two machines for use in its production process. Machine A: The cash price of this machine was $35,000 Related expenditures included: sales tax $1,700 shipping costs $150 insurance during shipp

HW7_answer_sheet
School: Strayer
Sporting Goods a) The linear programming problem is given by Determine f, b so as to Maximize Z = 12b+16f Satisfying the constraints 3b+2f <= 500 4b+5f<=800 b, f >= 0 b) The standard form of the above problem is given by Maximize Z = 12b+16f+0s1+0s2 Satis

HW4_answer_sheet
School: Strayer
Carpet City a. Compute and exponentially smoothed forecast, using on value of .30. Ft a yt (1 a ) Ft Ft a ( yt Ft ) 1 n Ft+1 = forecast for the next period. n a = smoothing constant. n yt = observed value of series in period t. n Ft = old forecast for per

Math_540_Assignment 4 part 3
School: Strayer
Course: Mathematics
1) There are 18 decision variables, because there are 6 plants and 3 waste disposal sites: Objective Function: Minimize Z = 12 x1 A + 15 x1B + 17 x1C + 14 x2 A + 9 x2 B + 10 x2C + 13 x3 A + 20 x3 B +11 x3C +17 x4 A +16 x4 B +19 x4C +7 x5 A +14 x5 B +12 x5

20100329_165936_Standard_error
School: Strayer
2. A sample of n = 16 scores has a mean of M = 83 and a standard deviation of s = 12. A. Explain what is measured by the sample standard deviation. b. Compute the estimated standard error for the sample mean and explain what is measured by the standard er