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Coca-Cola has been focusing on selling more 7.5-ounce cans in displays near supermarket checkout lines. Previously Coke had relied more heavily on 20-ounce bottles displayed in the beverage sections of supermarkets. An article in the Wall Street Journal (Mike Esterl, "Coke under Pressure as Sales Abroad Weaken", July 30, 2014) noted that, "The smaller 7.5-ounce mini-cans are typically priced at five to seven cents an ounce, compared with three or four cents an ounce for 12-ounce cans." It quoted a Coca-Cola executive as arguing that consumers "don't care about price. They will pick it up if you put Coke within arm's reach".
Given this information, respond to the question prompts below:
a. What is the Coca-Cola executive assuming about the price elasticity of demand for Coke? Briefly explain.
b. If the executive is correct, what effect will this marketing strategy have on the firm's revenue? Briefly explain.
c. Why did the executive believe that having the cans "within arm's reach" in the checkout line was important? Could this positioning have an effect on the price elasticity of demand? What other factors do you believe will affect the price elasticity of this product?
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An HR manager comes with an matter symptomatic of an underlying problem. He says which levels of employee motivation in his organization are dropping leading to drop in employee productivity.
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The inverse demand for a monopoly's product is P=92-5Q, where Q=Q1+Q2. The marginal cost of producing in the two plants is MC1=2Q1 and MC2=6Q2. How much output should be produced in each plant? What is the firm's profit maximizing price?
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A firm produces Q with the production function Q=10k^2+10L^0.5, and K is fixed at 4 units. a. If the price of K is $5 and the price of L is $1, find the total cost of producing Q units of output? b. Using the same input prices, what is the marginal c..
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