Meet Matt. Matt runs a men’s clothing line. Matt needs to buy 12,000 shirts per year to fulfil demand (D). He incurs a setup cost of P100 (S) and a holding fee (H) of P16 per shirt. He needs to know his EOQ.
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Meet Matt. Matt runs a men’s clothing line. Matt needs to buy 12,000 shirts per year to fulfil demand (D). He
incurs a setup cost of P100 (S) and a holding fee (H) of P16 per shirt. He needs to know his EOQ.
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- Scary Clowns, Inc., supplies special makeup cases to a major circus. The circus orders its EOQ of 800 cases every 3 months from Scary Clowns. Scary Clowns incurs setup costs of $5,000 every time it produces these cases, and its annual holding cost per case is $14. Question content area bottom Part 1 a. Which inventory model fits the best to this problem? A. All-units quantity discounts model B. Incremental quantity discounts model C. One-time sale model D. EOQ model E. POQ model F. Lumpy demand model b. Scary Clowns should produce enter your response here units in each batch (round your response to the nearest integer). c. The total annual setup and holding cost for Scary Clowns using this policy is $enter your response here (round your response to the nearestSaga ltd. produces electronic toys for children between the ages of 7-10 years old. The toys use a processor that is imported from Japan. Annual demand for the processor is 12,500. The holding cost per processor per year is $2. Ordering cost per order is $400. Lead time is 7 days and the number of working days in the year is 250. a. What is the economic order quantity? b. What is the optimal number of orders per year? c. Calculate the annual holding cost if the economic order quantity is used. d. What is the optimal number of days between any two orders? e. What is the reorder point? f. Given the EOQ, what is the total annual inventory cost?Saga ltd. produces electronic toys for children between the ages of 7-10 years old. The toys use a processor that is imported from Japan. Annual demand for the processor is 12,500. The holding cost per processor per year is $2. Ordering cost per order is $400. Lead time is 7 days and the number of working days in the year is 250. d. What is the optimal number of days between any two orders? e. What is the reorder point? f. Given the EOQ, what is the total annual inventory cost?
- Lead time for one of your fastest-moving products is deterministic and equal to 21 days. Demand during this period is normally distributed. The average demand equals 100 units per day. What would be the reorder point under the (Q, R) policy with the required service level being 70%? A Less than 2100 units B Equal to 2100 units C More than 2100 units D We do not have enough information to decideSF, owner of the kebab houses, uses 20 pounds of mince each day in preparing meatball. Order costs for mince are $10.00 per order, and carrying costs are 4 cents per pound per day. Lead time for each order is three days, and the mince itself costs $3.00 per pound. At what point should she reorder mince? Select one: 20 pounds remaining 60 pounds remaining 100 pounds remaining 80 pounds remaining 40 pounds remainingThe EOQ model with quantity discounts attempts todetermine:a) the lowest amount of inventory necessary to satisfy acertain service level.b) the lowest purchase price.c) whether to use a fixed-quantity or fixed-period orderpolicy.d) how many units should be ordered.e) the shortest lead time
- The EOQ model with quantity discounts attempts todetermine:a) the lowest amount of inventory necessary to satisfy a certain service level.b) the lowest purchase price.c) whether to usc a fiXed-quantity or ftXed-period order policy.d) how many units should be ordered.e) the shortest lead time.William Beville's computer training school, in Richmond, stocks workbooks with the following characteristics: Demand D 20,000 units/year Ordering cost S $23/order Holding cost H $3/unit/year Part 2 a) The EOQ for the workbooks is ________ (round your response to the nearest whole number). Part 3 b) What are the annual holding costs for the workbooks? $________ (round your response to the nearest whole number). Part 4 c) What are the annual ordering costs? $_________ (round your response to the nearest whole number).Ground Coffee shop uses 3 kgs of a specialty tea weekly; each kg. costs 16 MU.Carrying costs are 2 MU/kg/week because space is very scarce. It costs the firm 7 MU toprepare an order. Assume the basic EOQ model with no shortages applies. Assume 52weeks/year.a) How many kgs should Ground to order at a time?b) What is total annual inventory cost?c) How many orders should ground place annually?d) How many days will there be between orders(assume 310 operating days)? Please mention formulas and do it in detail so I can understand.
- Please complete the problem usinf EXCEL, Show ALL formulas Demand for a popular athletic shoe is nearly constant at 800 pairs per week for a regional division of a national retailer. The cost per pair is $54. It costs $72 to place an order, and annual holding costs are charged at 22% of the cost per unit. The lead time is two weeks. a. What is the EOQ? b. What is the reorder point? c. What is the cycle time? d. What is the total annual cost?A company purchases special metal parts to make office furniture in lots of 100 units to satisfy an annual demand of 1600 parts. Holding cost for the parts is 0.3 dollars per unit per month and ordering cost is 40 dollars per order. Answer the following questions: Formulas: a) What is the EOQ? b) What are the costs previously (with 100 units per order) and now with EOQ. Hint: Calculate total holding cost and ordering cost for 100 units, and then same costs with EOQ. Which one (100 units or EOQ) is better in terms of costs? EOQ = SQRT(2Ds/h) THC=h*(Q/2) TOC=s*(D/Q) TC=THC+TOC please answer in excelNeed help understanding how to apply the EOQ to the below example... The Metropolitan Bus Company (MBC) purchases diesel fuel from American Petroleum Supply. In addition to the fuel cost, American Petroleum Supply charges MBC $1500 per order to cover the expenses of delivering and transferring the fuel to MBC’s storage tanks. The cost of holding a gallon of fuel in the storage tank is $200 per gallon, per month; and annual fuel usage is 125,000 gallons. (a) What is the optimal order quantity for MBC? (b) Assuming 300 work days per year, how frequently should MBC order to replenish the gasoline supply 2 decimal places)? (c) How long is the optimal cycle length (in days)? (d) Determine the optimal variable annual cost (nearest dollar). (e) The MBC storage tanks have a capacity of 500 gallons. What would be the variable annual cost if MBC fills the tanks completely each time, they place an order (nearest dollar)?