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A large equipment rental company wants to estimate the mean number of days a piece of equipment is rented out. A random sample of 14 recent rentals shows a mean of 2.14 days and a standard deviation of 1.29 days. Construct and explain a 99% confidence interval estimate of the population mean number of rental days for this type of equipment.
Consider an agent who lives two periods. He is unemployed at the beginning of the first period and has a wage offer of w. If he accepts the wage offer w, he will work forever at that wage. If he rejects the offer, he receives an unemployment benef..
consider the maximization problem u(c,l) subject to pc + wl = wT + Y, where c is consumption, l is leisure time, T is total time endowment, and Y is non-wage income. prove that if leisure is an inferior good then the labor supply function is upwar..
consider the following short-run production function ( where L= variable input, Q = output): Q = 10L - 0.5L(squared) suppose that output can be sold for $10 per unit. also assume that the firm can obtain as much of the variable input (L) as it nee..
Suppose that the total benefit and total cost from an activity are, respectively, given by the following equations: B(Q)=150+28Q-5Q(squared) and C(Q)=100+8Q. (Note:MB(Q)=28-10Q and MC(Q)=8.) a. write out the equation for net benefits.
Consider two duopolists whose cost functions are Ci = 10qi, i = 1, 2, where Ci and qi are their costs and outputs, respectively. The two duopolists have identical products and face a market demand function
Suppose the firms colluded to fix output at QS = 90 and QW = 70. Fill in the missing price and profit information in the payoff table below, where the other output choice is the output for each firm that you determined above.
If the demand and supply curve for computers are: D = 100 - 6P, S = 28 + 3P where P is the price of computers, what is the quantity of computers bought and sold at equilibrium.
Assume Firm Y's production function is given by the following Cobb Douglas equation: Q = 0.5 x L0.6 x K0.5 where L denotes labor and K denotes capital. a. Does the production function exhibit increasing, decreasing or constant returns to scale
Suppose the total benefit derived from a given decision, Q, is B(Q) = 25Q - Q^2 and the corresponding total cost is C(Q) = 5 + Q^2, so that MB(Q) = 25 -2Q and MC(Q) = 2Q. What level of Q maximizes net benefits
At the end of the 8-year planning horizon, the mixer will have a salvage value of $5,000. If the mixer is replaced, a new mixer will require an initial investment of $375,000. At the end of the 8-year plaaning horixon, it will have a salvage value..
There are currently 10 identical firms in the perfectly competitve gadget manufacturing industry. Each firm operates in the short run with a total fixed cost of F and total variable cost of 2Q^2, where Q is the number of of gadgets produced by eac..
The company you work for has a high speed 5-axis milling machine which was purchased 5 years ago for $200,000 and has a 10 year life. This machine is currently idle and can be used to make a product designed
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