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![On a given day, the demand for a famous value burger is
d (p) = 7p+4p²-2eº if 0 ≤p ≤ 3,
where e is the exponential number. What is the total margin/profit-maximizing price
a) when the cost of making a burger is 70 cents? [Select]
b) when the cost of making a burger is $1.70? [Select]](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F24bd5b88-36e5-4c2e-97ce-39cad66058bb%2F5f514a6b-4bd8-4145-b0f2-90bc4be58acf%2Fywr28h1_processed.png&w=3840&q=75)
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- Demand for Orange Juice is given as Qd = 5000 – 2500 P + 1200 I + 650E – 255 Ps Suppose Income is I = Rs.500, Expectations E = 55, and Price of Ps = Rs 25. Find the Demand Equation. Using the demand function from part a., Calculate Elasticity of Demand for price range of Rs.125 and Rs.155. What will be the ‘Price Elasticity of Demand’ at P = Rs.125? Interpret the Elasticity of Demand calculated in (C) above.Demand for Orange Juice is given as Qd = 5000 – 2500 P + 1200 I + 650 E – 255 Ps Suppose Income is I = Rs.500, Expectations E = 55, and Price of Ps = Rs 25. Find the Demand Equation. Using the demand function from part a., Calculate Elasticity of Demand for price range of Rs.125 and Rs.155. C.What will be the ‘Price Elasticity of Demand’ at P = Rs.125? D.Interpret the Elasticity of Demand calculated in (C) aboveSuppose the demand (in thousands) for a toaster is given by 100p-2, where p is the price in dollars charged for the toaster.a. If the variable cost of producing a toaster is $10,what price maximizes profit? b. The elasticity of demand is defined as the percentage change in demand created by a 1% change in price. Using a data table, show that the demand for toasters has constant elasticity, that is, the elasticity doesn’t depend on the price. Would this be true if the demand for toasters were linear in price?
- The demand equation for the Widget Company has been estimated to be: Q = 20,000 + 10 I - 50P + 20 PC where Q = monthly number of widgets sold, I = average monthly income, P = price of widgets, and PC = average price of competing goods. If next month's income is forecast to be 2,000, the price of competing goods is forecast to be $20, and the price of widgets will be set at $30, forecast sales. b. What will sales be if the price is dropped to $20?Item24 Item 24 Item 24 A firm sells two goods (X and Y) that are related in consumption. The estimated demand and cost conditions are: PX = 20 − 0.1QX − 0.05QY PY = 70 − 0.3QY − 0.1QX MCX = 1 + 0.1QX MCY = 2 + 0.25QY What are the profit-maximizing prices for the two goods? Multiple Choice PX = $25.60, PY = $20.50 PX = $30, PY = $35 PX = $50, PY = $45 PX = $11.20, PY = $42.70An analyst for FoodMax estimates that the demand for its Brand X potato chips is given by ln QdX = 12.14 – 2.8 ln PX + 3.4PY + 0.7 ln AX, where Qx and PX are the respective quantity and price of a four-ounce bag of Brand X potato chips, PY is the price of a six-ounce bag sold by its only competitor, and AX is FoodMax’s level of advertising on Brand X potato chips. Last year, FoodMax sold 7 million bags of Brand X chips and spent $0.42 million on advertising. Its plant lease is $2.1 million (this annual contract includes utilities) and its depreciation charge for capital equipment was $2.8 million; payments to employees (all of whom earn annual salaries) were $0.8 million. The only other costs associated with manufacturing and distributing Brand X chips are the costs of raw potatoes, peanut oil, and bags; last year FoodMax spent $2.8 million on these items, which were purchased in competitive input markets. Based on this information, what is the profit-maximizing price for a bag of…
- A printer manufacturer estimates that the average purchaser of a printer will also purchase six ink refills over the lifetime of the printer. The relevant data are: Printer: price: $400, margin: $100 Refills: price: $40, margin: $30 The manufacturer is considering increasing the price of printers by 10% to $440. What volume decrease in the sales of printers is the stay-even sales change for the firm? (Ignore the issue of discounting the value of future ink refill sales. Imagine, for example, that all six are purchased upfront with the printer). A. 11.5% B. 12.5% C. 13.5% D. 14.5% Use = % Q = (Pold - Cold)/(Pnew - Cold) - 1Demand for Orange Juice is given as Qd = 200 – 300 P + 120 I + 65 T – 250 Pc + 400 Ps Suppose Income is I = $10, Expectations T = 60, Price of Pc = $15 and Ps = $10. Find the Demand Equation. Using the demand function from part a., Calculate Elasticity of Demand for price range of $10 and $11. What will be the ‘Price Elasticity of Demand’ at P = $10? Interpret the Elasticity of Demand calculated in (C) above.an entrepreneur is setting up a storage facility which will provide storage bothat peak times and off peak times.The entrepreneur need to decide how much money storage Q1 t to supply at peak times, and how much storage Q2 to supply off peakit also needs to decide how to set up capacity K, where capacity is such that both K is equal or plus Q1 and K is equal or plus Q2The peak period demand fan storage is given by PI=7200 -Q1 and the off peak is give by P2=5400 -Q2 where P1 and P2 are the prices for units of storage at peak times and off peak respectively.the variable cost is 200 per unit of storage supplied and capacity costs are 100 per unit. Hence profits fpr the entrepreneurs are given by:(7200-Q1) Q1+ (5400-Q2) Q2 - 200 (Q1+Q2)-100 K where Q1 is less or equal K and Q2 is less or equal Ka) write down the Kuhn-Tucken conditions for this proble. b) Find the optimal outputs and capacity for this problemc) now suppose there is a substancial increqse in capacity costs, which rise to 2000…
- Px = 666 -0.5Qx - 2Qy Py = 484.5 -1.5Qy - 0.25Qx MCx = 20 +2Qx MCy = 4 + Qy What are the profit-maximizing prices for the two goods? 1). Px = $375, Py = $284 2). Px = $423, Py = $712 3). Px = $166, Py = 324 4). Px = 481, Py = 588 [ i will upvotes 5]Consider a market in which supply depends on current price qt = b0 + b1pt + ut b1 > 0 while demand depends not only ont he current price, but also on the price rationally expected to prevail in the near future: qt = a0 + a1pt + a2Etpt+1 + vt Here a1 < 0 and a2 > 0 while ut and vt are white-noise disturbances. Find solution for pt.demand for a product is related to its selling price P (in dollars) by the equation n=2800-100p where n is the number of fans that can be sold per month at a price P. Find the selling price that will maximize the revenue.
