Question 3 Consider a hypothetical conflict between countries R and U, involving a third country A. Country R has two strategies at its deposal, namely, (i) War or ( ii) Negotiation (Neg.). (3.1) Likewise, country U also has two strategies at its deposal, namely, (i) War or (ii) Negotiation (Neg.). ( 3.2)
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- 1. Suppose that, in Example 2.27, 400 units of food A, 600 units of B, and 600 units of C are placed in the test tube each day and the data on daily food consumption by the bacteria (in units per day) are as shown in Table 2.6. How many bacteria of each strain can coexist in the test tube and consume all of the food? Table 2.6 Bacteria Strain I Bacteria Strain II Bacteria Strain III Food A 1 2 0 Food B 2 1 1 Food C 1 1 2A greeting card manufacturer has 500 boxes of a particular card in warehouse I and 290 boxes of the samecard in warehouse II. A greeting card shop in San Jose orders 350 boxes of the card, and another shop inMemphis orders 250 boxes. The shipping costs per box to these shops from the two warehouses areshown in the following table:DESTINATIONSan Jose MemphisWarehouse I $0.25 $0.22Warehouse II $0.23 $0.21How many boxes should be shipped to each city from each warehouse to minimize shipping costs? Do notsolve; however, set up the constraints and the objective function. Describe all variables that are used inthe constraints.1. A wood manufacturer must decide whether to merge with a larger company to make more investments. If they merge and it is a good sales year, there will be a $910,000 profit; if they merge and it is a poor sales year, there will be a deficit of $ 330,000. If they do not merge and it is a good sales year there will be a $525,000 profit; if they do not merge and it is a poor sales year there will be a $97,000 profit. If the probability of a good sales year is 0.26 and the probability of a poor sales year is 0.76, would merging with the larger company maximize the expected profit?
- Your broker has suggested that you diversify your investments by splitting your portfolio among mutual funds, municipal bond funds, stocks, and precious metals. She suggests four good mutual funds, six municipal bond funds, seven stocks, and three precious metals (gold, silver, and platinum). (a) Assuming your portfolio is to contain one of each type of investment, how many different portfolios are possible? (b) Assuming your portfolio is to contain three mutual funds, five municipal bond funds, one stock, and two precious metals, how many different portfolios are possible?Consider two small companies, each with 9 employees including 1 boss with the highest salary in each company, and 8 people working for them with lower salaries. The table below gives the annual salaries of the people in each company. These salaries are identical except for the fact that Small Company B is more profitable overall, and their boss decides to keep a much higher salary than the boss of Small Company A. Small Company A Small Company B $85 000 (boss A) $360 000 (boss B) $65 000 $65 000 $60 000 $60 000 $40 000 $40 000 $35 000 $35 000 $35 000 $35 000 $35 000 $35 000 $30 000 $30 000 $30 000 $30 000 For each of the two companies, calculate the mean, median, and mode, and show your answers and calculations in the space below (rounded to the nearest thousands place). After you answer this question, answer the two follow-up questions about the results you just calculated.Three businesswomen are trying to convene in Cincinnati for a business meeting. The first women (Woman 1) is arriving on a flight from Atlanta, the second (Woman 2) is arriving on a flight from Dallas, and the third (Woman 3) is arriving on a flight from Chicago. Historical data suggests that the Atlanta flight is “on time” 90% of the time, the Dallas flight is “on time” 95% of the time, and the Chicago flight is “on time” 80% of the time. Furthermore, historical data suggests that the three flights are independent with respect to on time behavior. Define the sample space for this random experiment. Compute the probability for each of the outcomes in the sample space. Let W denote the number of business women that arrive on time. Construct the probability mass function of W Construct the cumulative distribution function of W Find the expected value of W Compute the standard deviation of W
- An economy is based on three sectors: Agriculture, Manufacturing, and Energy. Production of a cedi’s worth of agriculture requires inputs of GH¢0.2 from agriculture, GH¢0.15 from manufacturing, and GH¢0.2 from energy. Production of a Ghana cedi’s worth of manufacturing2requires inputs of GH¢0.40 from agriculture, GH¢0.10 from manufacturing, and GH¢0.10 from energy. Production of a Ghana cedi’s worth of energy requires inputs of GH¢0.3 from agriculture, GH¢0.10 from manufacturing, and GH¢0.10 from energy.There is a final demand of GH¢10 billion for agriculture, GH¢15 billion for manufacturing, and GH¢20 billion for energy.(a) Formulate the system of linear equations which must be solved to give the combination of output for the three sectors that will satisfy the final demand.(b) Write the equations in matrix form(c) Determine the output for each sector using theinverse matrix method.A biologist wonders if the life span of bats will be affected by two new food sources from invasive species moving into an area. To conduct the experiment, the biologist needs three treatment groups: a group where the diet will not include invasive species (control), a group where the diet will include one invasive species (treatment group 1), and another group where the diet will include the other invasive species (treatment group 2). The biologist chooses the first cloud-free night and catches the first 18 bats that fly out of a cave, placing them into three equal groups of six bats. To decide the treatment for each group, the biologist places three slips of paper labeled control, treatment group 1, and treatment group 2 in a hat and randomly selects 2 slips of paper. The first piece of paper gives the treatment for the first group, the second piece of paper gives the treatment for the second group, and the remaining treatment is given to the third group. Which component is…3.) The Holiday Meal Turkey Ranch is considering buying two different brands of turkey feed and blending them to provide a good, low-cost diet for its turkeys. Each feed contains, in varying proportions, some or all of the three mutritional ingredients essential for fattening turkeys. Each pound of brand I purchased, for example, contains 5 ounces of ingredient A. 4 ounces of ingredient B, and ½ ounces of ingredient C. Each pound of brand 2 contains 10 ounces of ingredient A. 3 ounces of ingredient B, but no ingredient C. The brand I feed costs the ranch 2 cents a pound, while the brand 2 feed costs 3 cents a pound. The minimun monthly requirement per turkey are 90 ounce of A, 48 ounce of B and 1% of C. The owner of the ranch would like to use LP to determine the lowest-cost diet that meets the minimum monthly intake requirement for each nutritional ingredient. a) Make a table summary from the problemb) Formulate the problem and solve it using graphical method. c)Find the maximum value…