Yaster Outfitters manufactures and sells extreme-cold sleeping bags. The table below shows the price-demand and total cost data, where: • p is the wholesale price (in dollars) of a sleeping bag for a weekly demand of z sleeping bags: C is the total cost (in dollars) of producing z sleeping bags.
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- SITUATION: You are thinking about becoming a Paradise Coffee franchisee. Franchisees are offered a business specializing in producing an exclusive line of exotic coffee drinks (similar to Starbucks). Franchisees have had good success in towns without a Starbucks (Paradise franchises gross $220,000 sales on average per year, and you believe you can gross as much, too). You will have to pay Paradise Coffee, Inc., a franchise fee of $3,000 a year plus 2.5% of gross sales. You will also pay an annual National advertising fee of 3% of gross sales. Paradise requires that you use their logo-imprinted goods (plates, cups, napkins). They are purchased in bulk from Paradise and will cost you $40,000 per year. You also have to use their special Paradise Roast coffee beans, which cost $12.00 per pound. You estimate you will use 400 pounds of beans a year. Other food ingredients (syrups, biscotti, whipped cream, soft drinks, etc) will cost $18,000 a year. You will have to hire three…Can you help with parts c,d, and e please? The estimated daily demand for river corssings on a proposed new bridge is: Qd = 100,000 - 20,000P where Qd is the quantity demanded measured in number of daily crossings and P is the price(toll) per crossing in dollars. Engineers estimate that constructing the new bridge will result in a fixed cost of $1.2 billion or $120,000 per day over the life of the bridge. Once constructed, there are no marginal costs and variable costs associated with the bridge's use. Based upon the above information, answer the following questions: a. If a private company were to build the bridge, what would be the profit-maximizing number of daily crossings? b. What price per crossing(toll) would the profit-maximizing company establish? c. What would be the socially optimal number of daily crossings? d. What deadweight loss would exist given your answers to part (a) and (b)? e. Would a profit-maximizing company build the bridge?Given Question #1 Cost function C= 3000+6Q Q = 4400 - 200Q - This is the demand function Q= 1600 P = 14 Profit= 22400-12600 = 9800 Question #2 Q=$480 Q=$1120 Please answer Question #3 (A-E)
- 1) a) Solve the following inequalities:(i) 5(11 − ?) < ? + 49 (ii) 7? − 3 <10m + 23< 8 − 5m (iii) ?2 ≥ 15 − 2? b) The cost structure for iPhones are as follows, fixed cost of $25 and variable cost perunit of $2. The associated demand function isp = 20 − q .(i) Obtain an expression for the profit, π(q). (ii) Find the range of output which gives a profit of at least $31. c) Use Microsoft Word or Excel to solve the system of linear inequalities:r + 5t ≤ 57t – 2r ≤ 4 r ≥ 0(NB: clearly identify the solution set by placing a BIG enough ‘S’ to coverthat entire region).Please no written by hand and no emage An automobile dealer can sell 8 sedans per day at a price of $20,000 and 4 SUVs (sport utility vehicles) per day at a price of $25,000. She estimates that for each $400 decrease in price of the sedans she can sell two more per day, and for each $600 decrease in price for the SUVs she can sell one more. If each sedan costs her $16,800 and each SUV costs her $19,000, and fixed costs are $1,100 per day, what price should she charge for the sedans and the SUVs to maximize profit? [Hint: Let x be the number of $400 price decreases for sedans and y be the number of $600 price decreases for SUVs, and use theE1 Agroscience Company, Cypress, TX manufactures a certain product with estimated variable costs, per unit, V =0.10Q – 40 and aggregated fixed costs of $40,000. The price-quantity demand relationship for this product is P = −0.5Q + 900, where P is the unit sales price of the product and Q is the annual quantity demand. ● Total cost = Fixed cost + Variable cost ● Revenue = Quantity Demand × Price ●Profit = Revenue − Total cost a) Develop the equations for total cost and total revenue. b) Find the breakeven quantity. c) What profit is earned if i) total cost is minimized and ii) total revenue is maximized? d) Which of the strategy will be better for the company to adopt to optimize their profit, is it to minimize total cost or maximize total revenue? Give reason for your choice. e) What is the company’s maximum possible profit?
- Assume that the total cost (fixed costs and variable costs) of producing 15,000 units of a good amounts to $300,000. If we add a "markup" equal to 25% of cost, what would be the per-unit selling price of our good? Hint: this is a "cost-plus mark-up" scenarioa.$20b.$25c.$12d.$15For problems 1 – 4: The Dolan Corporation, a maker of small engines, determines that in 2019 the demand curve for its product is P = 2,000 - 50Q where P is the price (in dollars) of an engine and Q is the number of engines sold per month. To sell 30 engines per month, what price would Dolan have to charge? A.4500 b.1000 c.500 d.450Squeak eClean produces commercial sanitizer used to clean tanker trucks that haul liquid food products such as milk. This sanitizer a commodity like any other and at the wholesale level, there are many domestic and foreign producers that compete vigorously. Suppose you have the following estimated market demand and supply functions for the sanitizer. Qd = 248.08 + 2.2Y - 0.6PC + 1.2 PS - 4P Qs = - 10 + 2P In these equations, Q measures output in gallons per month (in 1,000’s), P is the price per gallon of the sanitizer, Y is annual average household income (in 1,000’s), PC is an index of commodity prices, and PS is the average price per gallon of other types of sanitizer. After gathering the latest data, you find that average household income is $36,400, the current level of the commodity price index is 110.6, and the average price per gallon of other types of sanitizers is $48.50. Find the current equilibrium price and quantity in this market. Find the equilibrium price and…
- Suppose we know that p=1,056-D/5, where p = price in dollars and D = annual demand. The total cost per year can be approximated by $1,000+ 2D^2 a.Determine the value of D that maximizes profit. b. Show that in part(a) profit has been maximized rather than minimized. c. Find the maximum profitHighest price where quantity of output is equal to zero = R1200P*= R650MC at Q*= R260AVC at Q*= R150AFC at Q*= R300Price at allocative efficient output level = R400Allocative efficient level of output = 180 unitsTotal fixed cost = R33000MC at output equal to zero = R100 1.1. Assuming profit maximising behaviour, calculate each of the following for Firm M. ATC = RQ*= unitsProfit / loss = RLerner index = Mark-up = Consumer surplus = RDeadweight-loss = RTVC = RA competitive industry has production processes that generate pollution. okay with studies carried out on the affected population, the marginal costs associated with contamination are constant and 500 u.m. for each unit of the good produced. These costs are associated with lost working days, illness treatment costs and the nuisance generated in the population. Currently the production level of the industry is 250 units and the market price is 1500 (um/unit). Market studies carried out by the firms estimate that if the price rises at 1,800 (mu/unit) the quantity demanded would drop to 200 units and the marginal cost of production of each firm at this new production level is 1,300 (m.u./unit). assume linearity in market demand and in the marginal costs of production of the firms. Graph to justify your answers. )Determine the level of tax that would have to be applied to production to achieve the social optimum.