8. Initial safety stocks were 200 units. After order splitting, safety stocks are 150 units. What is the portfolio effect in this case? 20 units a. b. 60 units c. 25% d. 75%

The rate of consumption of an item is 20 units per year. The cost of procurement (i.e. placing an order and receiving the goods) per order is Rs. 40. The unit cost is Rs. 100. Inventory carrying cost is 0.16% and it depends upon the average stock. Use Model I to determine: (i) EOQ (ii) If lead time is 3 months, determine the reorder point.

Q5./Suppose that the demand for a product is 10000 per year and the items are withdrawn uniformly. The order cost is 1000$ and the inventory holding cost 6$ per item per year. If shortages cost 5$ per item per year. Find: 1. The economic order quantity 2. Maximum inventory (I Max) 3. The number of ordering during the year (Order frequency) 4. The interval between two orders

Please help me answer c and d

LC3Q4.lf the Margin is 20 percent and cost of goods sold is OMR 33000, Calculate the sales figure?

Account

Calculate the missing information. Round dollars to the nearest cent and percents to the nearest tenth of a percen Amount of Markup Percent Markup Based on Cost Item Cost Selling price Dress S85.00 60%

Order Point Pershing, Inc. expects daily usage of 500 lb of material X, an anticipated lead time of seven days, and a desired safety stock of 2,500 lb. a. Determine the order point. b. Determine the number of pounds to be issued from safety stock if the new order is four days late.

The following information relates to a company . The fixed cost per order is ksh 1,500 The purchase price per unit is ksh 35 The carrying costs per unit of inventory 10% of the  purchase price The annual demand is 5,000units Calculate theEconomic Order Quantity Total number of orders in a year Leadtime

I. WORDS TOTAL number of words required for whole question writing, MINIMUM 600 General Requirements: 3. Variance and Standard Deviation 8= S = √5² = xx% n-la 1 (x-x)² x)' Variance and Standard Deviation (yearly return 2020-average return)²+ (yearly return2021-average return)²+ (yearly return 2022-average return)² $2= (yearly return₂023-average return)². 4-1 c) standard deviation 1. Yearly Return Ct + Pt - Pt-1 rt = Pt-1 How to calculate yearly return? For 2019 To get 2019's retum, you need to download the yearly price of 2019. Yearly return for 2019: Yearly return 2019 = (Ending price2019 - Ending price2018) / Ending price 2018 However, there is no ending price of 2018 required. So you may start calculating yearly return of 2020 Repeat the same calculation for 2020 to 2023 2. Average return 1 20 Mi=1 How to calculate average Return Sum of yearly return/n (2020 + 2021 2022 +2023)/4 Average return = xx % Question: a) yearly return 1) Student identifies, explain and elaborate on the…