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In the model X1, X2, and X3 are the number of units of three products or services to make. The constraints are: machine time (minutes), labor (hours), budget (in $), and a limit on the number of units of X3. The objective is to maximize profit. Note: assume that fractional results are allowed. Max profit = 22X1 + 20X2 + 10X3 s.t. Machine time: 8X1 + 3X2 + 4X3 <= 111 minutes Labor: 2X1 + 9X2 + 3X3 <= 300 hours Budget: 1X1 + 5X2 + 2X3 <= $190 Product 3: X3 <= 20 units a. What are the optimal solution and its profit? 6.66667, TP = 133.33 b. Which of the constraints are tight? Which are not tight? For those not tight, how much resource is left-over? P3 is tight. c. Give the range of values for the per unit profit on each product X1, X2, and X3 for which the current solution remains optimal. Please show your work.
In addition, what are some of the real world cautions related to statistical inference and hypothesis testing that managerial practitioners need to be aware of?
Your friend has invented a game based on the rolls of two fair dice. If the product of the rolls is even, then he will pay you 1 dollar. If the product of the rolls is odd, then he wont pay you anything. What are the odds in favor of the product bein..
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Variable regression model - matrix of independent variables- multiple regression and, in particular.
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The mean weekly income of residents of one state is $570. A random sample of 12 residents of one small town in the state yielded the following weekly income in dollars
The variance of each of the following sets of scores
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Given the following, complete the ANOVA table and make the correct inference.
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Water specimens contain nitrates, a solution that is dropped into the water will cause the specimen to turn red 95% of the time. When used on water specimens without nitrates, the solution turns the water red 10% of the time. Past experience in the l..
You need to do interpretation these three tables in single page
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