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- How many units are available-to-promise in period 1?period 4? PeriodOn hand 60 1 2 3 4 56Forecast 50 100 100 100 100 50Customer Orders 85 125 95 85 45 15Master Production Schedule 250 250Available-to-PromiseQ.24 MZ Entertainment has been using this equation, which was developed by regressing inventories on sales over the past 5 years, to forecast inventory requirements: Inventories = P25M + 0.125(Sales). The company expects sales of P355 million during the current year, and it expects sales to grow by 20% next year. What is the inventory forecast for next year?(information may be needed from main question) Holding cost = 19% * 42(unit cost) = $ 7.98 Reordering cost =$ 515 280 days per year annual demand = 16200 Q* = 418 Lead times recorded from the past 10 cycles 4.6 6.2 4.1 4.1 4.9 5.0 5.6 6.2 4.6 4.0 1. The most recent order for compressors has been placed on Sunday April 19, 2020 at 8:00 a.m. What is the probability that the order will not have arrived by the end of Sunday April 26, 2020?
- Q: A hardware company stocks nuts and bolts and orders them from a local supplier once every 2 weeks (10 working days). Lead time is 2 days. The company has determined that the average demand for 1⁄2 inch bolts is 150 per week (5 working days), and it wants to keep a safety stock of 3 days’ supply on hand. An order is to be placed this week, and the stock on hand is 130 bolts.a. What is the target level?b. How many 1⁄2 inch bolts should be ordered this time?1. Forrest and Dan make boxes of chocolates for which the demand is uncertain. Forrest says, "That's life." On the other hand, Dan believes that some demand patterns exist that could be useful for planning the purchase of sugar, chocolate, and shrimp. Forrest insists on placing a surprise chocolate-covered shrimp in some boxes so that "You never know what you'll get." Quarterly demand (in boxes of chocolates) for the last three years is shown in the table below: b. If the expected sales for chocolates are 14,400 cases for year 4, use the multiplicative seasonal method to prepare a forecast for each quarter of the year. (Round all intermediate calculations to two decimal places.) The first quarter forecast is what? boxes of chocolates. (Enter your response rounded to the nearest whole number.)Q3. Suppose that a publishing company periodically replenish its supply of paper stock. The paper comes in large rolls and that the printer uses 90 rolls per quarterly. The cost of one roll paper is OMR 150. The cost of replenishment is OMR 10 per order. The cost of keeping the paper on hand, including rent for space occupied, insurance, and interest on the capital tied up is 10 percent per roll per year. Calculate: 1)The EOQ. 2)No. of orders in a year, and 3)Time between two successive orders 4)Average yearly cost of Inventory 4)Total inventory cost 5)Total Cost
- EOQ for Production Lots ExerciseA Power Company buys coal from a Coal mine togenerate electricity in rural areas. The Coal minecan supply coal at the rate of 3,500 tons per day for$10.50 per ton. The Power Company uses the coalat a rate of 800 tons per day and operates 365 daysper year. The annual carrying cost for coal is 20%of the acquisition cost, and the ordering cost is$5,000.a) What is the economical production lot size?b) What is the Power Company’s maximuminventory level for coal?Famous Albert prides himself on being the Cookie King of the West. Small, freshly baked cookies are the specialty of his shop. Famous Albert has asked for help to determine the number of cookies he should make each day. From an analysis of past demand, he estimates demand for cookies as DEMAND PROBABILITY OF DEMAND 1,800 dozen 0.05 2,000 0.10 2,200 0.20 2,400 0.30 2,600 0.20 2,800 0.10 3,000 0.05 Each dozen sells for $0.69 and costs $0.49, which includes handling and transportation. Cookies that are not sold at the end of the day are reduced to $0.29 and sold the following day as day-old merchandise. Compute the expected profit or loss for each cookie making decision quantity. (Round your answers to the nearest whole number. Enter expected losses with a negative sign) Based on your answers to part a., what is the optimal number of cookies to make? By using marginal analysis, what is the optimal number of cookies to make?Q2) Groundz Coffee Shop uses 4 kgs of a specialty tea weekly; each kg costs $16. Carrying costs are $1 per kg per week because space is very scarce. It costs the firm $8 to prepare an order. Assume 52 weeks per year. How many kgs of tea should Groundz order at a time? What is total annual cost. How many orders should Groundz place annually. Q2) Groundz Coffee Shop uses 4 kgs of a specialty tea weekly; each kg costs $16. Carrying costs are $1 per kg per week because space is very scarce. It costs the firm $8 to prepare an order. Assume 52 weeks per year. How many kgs of tea should Groundz order at a time? What is total annual cost. How many orders should Groundz place annually.
- If EOQ = 289 units, S = $100, and H = $1 per unit per month, what approx. annual demand (D) level would the EOQ model best fit? Pick the closest answer option. EOQ = Sq root of [(2D*S)/H] D = annual demand in units S = cost of placing 1 order; H = cost of holding 1 unit of that item in inventory for 1 year 3596 units 3540.00 units 5011 units 4510 unitsQuestion 5 Which pattern would you use in the following situation: you have a Product class which knows its own inventory. It should behave differently when it has inventory vs when it doesn't (e.g. a getPrice method returns "$5.99" or "Out of Stock"). Think about which class should be responsible for choosing the behavior in this case. 1) Strategy 2) Observer 3) State Question 8 MVC's big advantage is that you don't need to tie communications between a UI and a data model to a specific implementation. True / False?Economic order quantity (Q*) is 4,000 units. Annual demand (D) is 12,000 units. Find number of orders per year (N*) and time between orders (T*) in years. Group of answer choices N*=3 times per year, T* cannot be calculated N*=0.33 times per year, T*= 0.33 weeks N*=17.3 times per year, T*= 3 years N*=3 times per year, T*= 0.33 years N*=3 times per year, T*= 3 years