If the fixed costs are NOK 50,000 and the variable cost can be expressed as VC(Q) = NOK 10Q where Q the quantity. What price per unit (in kroner) must be set in order to obtain a margin of safety of 10% for e quantity of 5,000? dont answer from the answers in chegg they are all wrong.
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- 3 points If you are not completely satisfied with a Swarovski purchase or gift for any reason, you have the right to return the product within 14 days from your order's receipt. The friendly return policy represents the: * Sarev rlet Iy Ar O.tlet 1 Imery, C04 Spece Kr20 or 4-454 IFT RESFIPT Tran Cade OE 02 004 NININIENISK SWAROVSKI RETURN POLICY If you are not conoletely satisf1ed alth a Serovski purchese or gl11 for any reason, steply return It in Its ortstrel packagtng within 14 days. With a Receipt ou fl1 recetve a refund In the sane Tender pald: refund checis w1 be fsed froe Cur ret Brand Features Performance quality Product support servicesThe following data is extracted from the books of Gulf company, Fixed cost OMR 12.000. Selling price OMR.8 per unit and variable cost OMR 2 per unit. How many units will be sold in excess of the breakeven point if Gulf Company wishes to make a profit of OMR 6.000 ? a. 1,000 units b. 2,000 units C. 1.500 units d. 3.000 unitsQ#3 · Let p + 3q/2 = 27 be an equation involving two variables p (price) and q (quantity). Indicate the meaningful domain and range of this function when (a) the price (b) the quality are considered independent variables.
- Q4. RKE & Associates is considering the purchase of a building it currently leases for $30,000 per year. The owner of the building put it up for sale at a price of $170,000, but because the firm has been a good tenant, the owner offered to sell it to RKE for a cash price of $160,000 now. If purchased now, how long will it be before the company recovers its investment at an interest rate of 15% per year?(Do not use excel)Answer on b) Sales price = 80 kr Purchase price = 30 kr 80 – 30 = 50 kr profit 20 magazines * 80 kr = 1.6000 kr which will maximize the profit over time. Still dont get the answer on question c)Q1:A/ The Office Supplies Company offers two types of pens, the first type has high specifications, while the second type has normal specifications. The expected profit from selling each unit of the first type is half a dollar, and from selling each unit of the second type is a quarter of a dollar. The time taken to manufacture the first type is twice the time taken to manufacture the second type for the purpose of producing no more than 1,000 pens of both types per week. The company can produce at most 400 units of the first type per week, and it can produce no more than 700 units of the second type per week. Note that the company can produce each of them separately. Required: Create the linear programming model to find the optimal production mix so that the company achieves the maximum possible profit.
- Q1) A retail. Store stocks two types of shirts A and B. These are packed in attractive cardboard boxes. During a week the store can sell a maximum of 400 shirts of type A and a maximum of 300 shirts of type B. The storage capacity, however, is limited to a maximum of 600 of both types combined. Type A shirt fetches a profit of SR 2/- per unit and type B a profit of SR. 5/- per unit. (b) Find the optimal solution (How many of each type) that store should stock per week to maximize the total profit. Use Graphical Method.Franklin Company makes fine jewelry that it sells to department stores throughout the United States. Franklin is trying to decide which of the two bracelets to manufacture. Cost data pertaining to the two choices follow. Bracelet A Bracelet B Cost of materials per unit Cost of labor per unit Advertising cost per year Annual depreciation on existing equipment %24 30 37 43 43 8,800 6,500 7,700 5,900 Required a. Identify the fixed costs and determine the amount of fixed cost for each product. b. Identify the variable costs and determine the amount of variable cost per unit for each product. c. Identify the avoidable costs and determine the amount of avoidable cost for each product.Q3: FIND INITIAL FEASIRLE SOLUTION COST FOR GIVEN PROBLEM by using A north-west oomer rule Bleast cost method e-Vogels approvimation method D1 D2 D3 D4 SUPPLE P1 2. 11 P2 1. 1. Pa 8. 15 6. 10 Demand 2. A* JIS O 11600 O 11300 O 11200 O 11000
- * 00 R 品 Miles is considering buying a new pickup truck for his lawn service firm. The economy in town seems to be growing, and he is wondering whether he should opt for a subcompact, compact, or full-size pickup truck. The smaller truck would have better fuel economy, but would sacrifice capacity and some durability. A friend at the Bureau of Economic Research told him that there is a 30% chance of lower gas prices in his area this year, a 20% chance of higher gas prices, and a 50% chance that gas prices will stay roughly unchanged. Based on this information, Miles has developed a decision table that indicates the profit amount he would end up with after a year for each combination of truck and gas prices. States of Nature Lower gas Gas prices Higher gas Alternatives prices unchanged prices Subcompact 000ʻ9 000'6 000ʻ Compact 15,000 Full size 000'6, 000'9 gooʻ'r Probability 0.5 0.2 Which type of truck should Miles select based on Maximin Criterion? MacBook Air 000 000 DD F2 F4 F5 F7…Q4/ A taxi owner estimates from his past records that the costs per year for operating taxi whose purchase price when new is 50000 $ and its reseal value are given below: year operating cost 5 reseal value 3 1 2 1500 1700 1900 30000 25000 18000 ثلت 4 2000 15000 After 2 years, the operating cost increasing by 6000 S for each year, the resale value decreases by 3000, what is the best replacement policy?A B C 20 12345690022===≈ Year Quarter Revenue 2010 1 7,131.00 2010 2 6,566.00 2010 3 7,560.00 2010 4 12,947.00 2011 1 9,857.00 7 2011 2 9,913.00 8 2011 3 10,876.00 2011 4 17,431.00 10 2012 1 13,185.00 11 2012 2 12,834.00 12 2012 3 13,806.00 13 2012 4 21,268.00 14 2013 1 16,070.00 15 2013 2 15,704.00 16 2013 3 17,091.00 17 2013 4 25,587.00 18 2014 1 19,741.00 19 2014 2 19,340.00 20 2014 3 20,578.00 21 2014 4 29,329.00 22 2015 1 22,717.00 23 2015 2 23,184.00 24 2015 3 25,358.00 25 2015 4 35,747.00 26 2016 1 29,128.00 27 2016 2 30,404.00 28 2016 3 32,714.00 29 2016 4 43,741.00 30 2017 1 35,714.00 31 2017 2 37,955.00 32 2017 3 43,744.00 33 2017 4 60,453.00 34 2018 1 51,042.00 35 2018 2 52,886.00 36 2018 3 56,576.00 37 2018 4 72,383.00 38 2019 1 59,700.00 39 2019 2 63,404.00 40 2019 3 69,982.00 41 2019 4 87,436.00 42 2020 1 75,452.00 43 2020 2 88,912.00 44 2020 3 96,145.00 45 2020 4 125,555.00