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The table below shows two demand schedules for a given style of men's shoe-that is, how many pairs per month will be demanded at various prices at a men's clothing store in Seattle called Stromnord.
PRICE D1QUANTITY DEMANDED D2 QUANTITY DEMANDED$75 53 1370 60 1565 68 1860 77 2255 87 27
Suppose that Stromnord has exactly 65 pairs of this style of shoe in inventory at the start of the month of July and will not receive any more pairs of this style until at least August 1. LO3
a. If demand is D1, what is the lowest price that Stromnord can charge so that it will not run out of this model of shoe in the month of July? What if demand is D2?
b. If the price of shoes is set at $75 for both July and August and demand will be D2 in July and D1 in August, how many pairs of shoes should Stromnord order if it wants to end the month of August with exactly zero pairs of shoes in its inventory? What if the price is set at $55 for both months?
Now, suppose workers come from two distinguishable groups, A and B, and there are no systematic productivity differences between the two groups. However, firms believe that ¾ of A workers are type H and only ¼ of B workers are type H.
Your current wealth level is M=49, and you are forced to make the following wager: if a fair coin comes up heads, you get 15; you lose 24 if it comes up tails. Your utility function is U(X)=sqrt(X). What is the most you would pay to get out of the ..
Illustrate your answer by assuming that with advertising, a firm's demand curve has price elasticity of -1.5 and without advertising, it is -2. If MC is $10, what is the difference in the profit-maximizing price.
Where Qx is the quantity demanded of Product X, Px is the price of X, Y is income, and r is the prime interest rate (given in decimals, e.g., 0.02 or 0.05) The standard error of each estimated coefficient is given in parentheses below it. Also, th..
Consider a perfectly competitive market with 10 firms; Firm 1, Firm 2...Firm 10. Firm 1 through Firm 9 have the same cost function given by C(qi)=2q^2, where q is the quantity produced by firm i. Firm 10 has a different cost function C(q10)= 3q^2..
the Marginal product of labor (measured in units of output) for a firm is:MPN = A(100 - N) Where A measures productivity and N is the number of labor hours used in production. The price of output is $2.00 per unit. if A = 1, what will demand for labo..
A competitive industry currently consists of N= 10 identical firms. An individual firm's total cost function is given by TC = 0.5q2 + 200. Market demand is given by Q = 3000-5P. In the short run, how much will each firm produce in the equilibrium
The firm prefers to have type M in job D type U in job E. In the best outside option, the candidate is paid $80,000 a year. The monetary value of disutility in the job D is $15,000 for type M and $30,000 for type U.
Assume Wilbur's utility function is U=(x1)*(x2)*(x3). Further assume that the law dictates that Wilbur consume two units of X1 for every unit of X2. Determine Wilbur's demand function for good 1. Explain, in words, all the steps in your deriv..
Although self-employed workers have the option to purchase private health insurance, many do not, due to adverse selection. Suppose half the population is healthy and half is unhealthy. The cost of getting sick is $1000 for the healthy and $10,000..
Suppose that the total benefit and total cost from an activity are, respectively, given by the following equations: B(Q) = 28Q - 5Q^2 and C(Q) = 100 + 8Q. (Note: MB(Q) = 28 - 10Q and MC(Q) - 8.)
Consider a Cobb-Douglas production function with three inputs, K is the capital(number of machines), L is labor (nuber of workers) and H is human capital (the number of college degrees among workers) The production fucntion isY=K1/3 L1/3 H1/3
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