Radiant wants to hire Cargo planes for transporting their goods. They contacted VIP Transportation Company to hire Cargo planes. VIP informed that they can provide two types of Cargo Planes. In addition, they provided the following cost related information about the two types Cargo planes- WT88 and BH54:     Personnel Cost Fuel Cost Maintenance Cost WT88 2000 1000 2000 BH54 2500 1500 1000 Radiant has $200,000 to spend in personnel cost, $160,000 in fuel cost, and $80,000 in    maintenance cost. Moreover, they have to hire at least two of each type of planes.  If WT88 can carry 55 tons of goods and BH54 can carry 85 tons of goods, then find out the following using Linear Programming: What is the maximum amount Radiant can carry given their budget constraint? Can you solve using solver ? (I did this but I got a wrong answer)     Data                           Personnel Cost Fuel Cost Maintenance Cost Tons               WT88 2000 1000 2000 55               BH54 2500 1500 1000 85                                                                                                                                                                                                                                     Model                                               Decision Variables                           # of                      WT88 0 x                   BH54 0 y                                                                                       Objective Function                           Tons                     MAX amount 0                                                                 Constraints                     LS Relation RS [Name]                 0 GTE 1 [NN X]                 0 GTE 1 [NN Y]                 0 LTE 200000 [PERSONNEL COST]               0 LTE 160000 [FUEL COST]                 0 LTE 80000 [MAINTEN COST]               0 GTE 2 [AT LEAST WT88]               0 GTE 2 [AT LEAST BH54]

2. University Students have a choice of living in residence at the university or in private accommodation. The demand for university residence is shown below. The university has 1100 spaces at $200 each, per week, and cannot build more accommodation in the short run. Price per week (S) 300 280 260 240 220 210 200 190 180 Number of students per week 300 420 500 580 650 800 1200 1600 2000 a. What problem results from the current pricing policy? b. How can the problem be solved? c. Estimate the market-clearing price. d. Suppose now that prices from private accommodation and transportation increase, while the prices of university rooms remain unchained. How will these price increases affect demand for university accommodation?

the documents describe the agreement that the company has with its carrier in the shipment of goods. which one? A) Bill of lading B) sales order C) packing slip D) picking ticket

Course dashboard (CLO:3, CLO: 7) Describe the distribution network design "Distributor Storage with Carrier Delivery". Give examples. What are the advantages of this design option? 圖 Paragraph BI ES Show all ces 7615 20 JUN étv 吕0 O00 O00 F3

What is the relationship between ERP and e-commerce and supply chain management?

Dominos is planning to introduce two new pizzas (Cauliflower and Calamari). Financial data related to producing these two new pizzas are summarized in the table below. a. If these two new pizzas are sold such that the ratio of Cauliflowers over Calamaris is 4:3, what is the break-even point? b. If the product mix has changed to five Cauliflowers to five Calamaris, what would happen to the break-even point? c. In order to maximize the profit, which product mix should be pushed? d. If both pizzas must go through the same oven and there are only 30,000 oven hours available per period, which product should be pushed to market? Assume that Cauliflower pizza takes 30 minutes and Calamari pizza takes 15 minutes in the oven.   Cauliflower Pizza Calamari Pizza Selling Price $10 $12 Variable Costs $5 $10 Fixed Costs $2,000 $600

Discuss the concept of demand variability and how it impacts the effectiveness of the Wilson approach. What strategies can be employed to mitigate the effects of demand variability in this approach?

QUESTIONS (Using the same problem) A vendor for the local ballpark food stand is questioning whether to stock his concession with a large or small inventory. He believes that it will depend upon the size of the crowd. He has developed a payoff matrix for the various alternatives (stocking decision) and states of nature (size of crowd). What is the Expected Monetary Value (EMV)? Alternatives Large Inventory Small Inventory Probability OA) $68,400 O B)-$20,000 O C) $10,000 O D) $51,500 O E) $78,400 Large Crowd $220,000 $90,000 .20 PROFIT ($) Average Crowd $50,000 $70,000 .50 Small Crowd -$2,000 -$5,000 .30

Suppose the lowest and highest demand levels are updated to 70,000 and 145,000, respectively. What is the expected cost for Option 1 now?

Describe the purpose and value of freight documentation. Discuss the function of the following documents: bill of lading, freight bill, and freight claim.