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- ~m8h5q2~O Vogel's Abproxi matlon Method Ponality F' Pz P3 P4 20 3 3 6 34 P2 123 18 (4) P3 18 15 2. 2 2 2 2 97 128)-97 Pemenal 146 |-134-0 12 P2- 2 3 2 P3-(1+T 6 (15) Rs: - No. of alla cated cell m+n-1= 6 %3D 6 positive " indlefienelent at allocation. +here ৭९ this enswey that thi souon is degenerate -uou so basic feasibli salution Cast ! 4X 134; +7X66 + 6X!2 + 6X 123+ 13X97f15x128 536 +4.62 +72 +7.38+1261 + 19.20 Cast .4989 や [TCalculate the mean and standard deviation for the following distribution Class 1 2 5 6-10 10-20 20-30 30-50 50-70 70-100 f 3 4 10 23 20 20 15 3 2
- min 3X + 3Y 12X + 4Y <= 48 10X + 5Y <= 50 4X + 8Y <= 32 X , Y >= 0maximize P=-10x+35y subject to 2x+3y>=30, 2x+y<=26,-2x+7y<=70, x,y>=0The historical demand for four period is 62, 60, 72, and 67 respectively. Using the Nalve method, the Mean absulute Deviation (MAD) Select one: O a. None is correct O b. 10.67 Oc 14.67 Od 10.67 O e. 633
- Assessment fask x + JOXNJE1/a/NTA2Njg2Nzg5NDM2/details Open with Google Docs pdE Solve for the following: 1. Develop a 5-month moving average for the below given. What will be the forecast month 15? Compute for the MAD, MSE and MAPE. Month Unit Sales 1 120 124 3. 130 145 155 110 7. 114 8. 156 9. 121 Page 1/ 2 118 10 N 2. 4. 6 近19 20 https://eleaming uhv.edweb X GroupMe e233b4f6-f69c-47cf-8298-632 X A e233 groupme.com/v1/84589548/files/e233b4f6-f69c-47cf-8298-632d0266b7bc - D Page view A Read aloud Add text V Draw - A race winner was awarded 3 bonus points. But, the maximum number of points a driver could earn in any race was 48. The following table shows data for the 2011 season for the top 35 drivers (NASCAR website). These data are contained in the file NASCAR. Please see the data file NASCAR. Driver Points Poles Wins Top 5 Top 10 Winnings ($) 6,529,870 Tony 2403 1. 6 Stewart Carl Edwards 2403 26 8,485,990 3. 1. Kevin 2345 6,197,140 Harvick Matt 2330 12 6,183,580 3. 3. Kenseth 2319 14 5.087,740 3. Source: NASCAR website, February 28, 2011. (https://www.nascar.com/) Managerial Report 1. Suppose you wanted to predict Winnings ($) using only the number of poles won (Poles), the number of wins (Wins), the number of top five finishes (Top 5), or the number of top ten finishes (Top 10). Which of these four…Figure 1 shows the general discriminatory test for health status prediction. "Perfect test cut-off True negative; TN (specificity) True positive; TP (sensitivity) False negative (FN) False positive (FP) Healthy Sick (a) Test cut-off Moving cut-off to left reduces false negatives (higher specificity) at cost of reduced sensitivity Moving cut-off to right reduces false positives (higher sensitivity) at cost of reduced specificity TN TP FN FP Healthy Sick (b) Figure 1. The Discriminatory Test with (a) A Good Discrimination Test Cut-off, and (b) A Bad Discrimination Test Cut-off i. What is your next action, if you obtain a perfect discriminatory test result (where both false negative and false positive rate are near zero) during model training? Justify your action. ii. In which phase of machine learning methodology do you move the test cut-off point as shown in Figure 1(b)? Justify why you should do that.
- choose correct ans pleaseMilford Lumber Company ships construction materials from three wood-processing plants to three retail stores. The shipping cost, monthly production capacities, and monthly demand for framing lumber are given below. Plant 1 2 Store A $4.40 $6.00 3 $4.80 Demand 300 Formulate a linear optimization model for this problem, implement your model on a spreadsheet, and use Excel Solver to find a solution that minimizes total distribution costs. If the constant is equal to one, enter "1". Let: X11 = number of components produced in Plant 1 and supplied to Store A X12 = number of components produced in Plant 1 and supplied to Store B X13 = number of components produced in Plant 1 and supplied to Store C X21 = number of components produced in Plant 2 and supplied to Store A X22 = number of components produced in Plant 2 and supplied to Store B X23 = number of components produced in Plant 2 and supplied to Store C X31 = number of components produced in Plant 3 and supplied to Store A X32 = number…s/d/e/1FAIPQLSH RE8 IsdzdyqiPbivrqoOvnDclGNgCw_xVmiQO8kINDA/formResponse In the design of a jet engine part, the designer has a choice of specifying 10 either an aluminum alloy casting or a steel casting. Either material will provide equal service, but the aluminum casting will weigh 1.2 kg as compared with 1.35 kg for the steel casting. The aluminum can be cast for P 80.00 per kg. and the steel one for P 35.00 per kg. The cost of machining per unit is P 150.00 for aluminum and P 170.00 for steel. Every kilogram of excess weight is associated with a penalty of P 1,300 due to increased fuel consumption. Which material should be specified and what is the economic advantage of the selection per unit? Clue: Total Cost of using aluminum casting and steel casting and also how much will be saved. 1 Add file