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- At what output level is variable costs per unit at a minimum? Supporting Materials Steel Costs $ per ton MC ATC $175 AVC $115 $70 4,000 9,000 11,000 16,500 Steel Outp ut (in tons)The owner shop is contemlating adding anew product which will require additional mouthly payment of 6000, variable costs would be brirr. 2 per new product & its selling price is brirr. 7 each How many new products must be sold in order to break even point?A plant operation has fixed costs of $1771001 per year, and its output capacity is 116606 electrical appliances per year. The variable cost is $38 per unit, and the product sells for $93 per unit. a.What is the break-even point in terms of units?
- Q VC AVC TC ATC MC $30 1 $40 $50 3 $80 4 $90 What are the fixed costs? If the firm can sell its product for $80, it will sell (circle one) of $ units for a profit/loss/breakevenShow the total cost expression and calculate the EOQ for an item with holding cost rate 18%, unit cost P8.00, annual demand of 40000, and ordering cost of P48. *Q.(i) . Selling Price :Rs. 12 Per UnitVariable Cost : 2/3 of SPFixed Cost :Rs. 40,000You are required to calculate:(a) Sales to earn profit of Rs. 8000.(b) Also show the BEPs in Breakeven chart. Q.(ii). Use the following information and explain that how the reduction in selling pricewould affect the MOS?Particulars Rs.Selling price per unit 40Material per unit 12Labour per unit. 8Variable Overheads per unit 4Total Fixed cost is Rs. 8, 000. Full capacity of the Plant is 5, 000 units.Reduced selling price is Rs. 32 per unit.
- Cost Analysis A company manufactures fuel tanks for cars. The total weekly cost (in dollars) of producing X fuel tanks is given by.. C(x) = 10000 +90x - 0.05x² %3D Find the exact cost of producing the 501st item. (Round to the nearest 2 decimal places, if needed) HINT: Steps to fiınd actual or exact (cost/revenue/profit) 1. Find the cost of x = 5003B 2. Then find the cost of x = 501%3; 3. Then subtract ASUS 3 近If company A manufactures t-shirts and sells them to retailers for US$9.80 each.It has fixed costs of $2625 related to the production of the t-shirts, and the production cost perunit is US$2.30. Company B also manufactures t-shirts and selll them directly to consumers. The demand for its product is p = 15 − x/125 , its production cost per unit is US$5.00 i (i) Derive the total revenue function,R(x) for company B.(ii) Derive the profit function,Π(x) for company B.(ii) How many t-shirts must company B sell to in order to break-even.(iv) How many t-shirts must company B sell to maximise its profit.Metters Cabinets, Inc., needs to choose a production method for its new office shelf, the Maxistand. To help accomplish this, the firm has gathered the following production cost data: Variable costs (per unit) ($) Process type Annualized fixed cost labor material energy Of plant & equip. Intermittent $1,000,000 24 26 20 Mass customization $1,190,000 30 18 12 Repetitive $1,385,000 28 15 11 Continuous $1,660,000 25 15 10 Determine the most economical…
- In Sheridan Company, total materials costs are $37,600, and total conversion costs are $61.560 for June. Equivalent units of production are materials 10,000 and conversion costs 12.000. (a1) Compute the unit costs for materials and conversion costs. (Round answers to 2 decimal places, eg. 2.25.) Materials cost per unit %24 Conversion cost per unit %24. A call center in India used by U.S. andU.K. credit card holders has a capacity of1,400,000 calls annually. The fixed cost ofthe center is $775,000 with an averagevariable cost of $2 and revenue of $3.50 percall.(a) Find the percentage of the capacitythat must be placed each year tobreak even.Best Ink Printing Co. received an order to print a minimum of 50,000 tickets for a concert. They have three printing machines available to meet the order they received. The set-up cost of these machines and the unit cost/ticket printed using each machine along with their maximum production are provided in the table below: Machine A B 976400 C Cost per unit $18 $21 $24 Maximum Production 30,000 25,000 30,000 Formulate an all-integer linear programming model to find the required number of tickets produced by each machine in order to minimize the production cost. What is the optimal solution for the number of tickets produced by machine B?
