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Using data from 1988 for houses sold in Andover, Massachusetts, from Kiel and McClain (1995), the following equation relates housing price (price) to the distance from a recently built garbage incinerator (dist):fitted log(price) = 9.40 + 0.312 log(dist)n = 135, R-squared = 0.162
(i) Interpret the coefficient on log(dist). Is the sign of this estimate what you expect it to be?
(ii) Do you think simple regression provides an unbiased estimator of the ceteris paribus elasticity of price with respect to dist? (Think about the city's decision on where to put the incinerator.)
(iii) What other factors about a house affect its price? Might these be correlated with distance from the incinerator?
Given the following information calculate the multiplier effect on Y, i.e. by how much does output increase or decrease by (Y), if Unless told otherwise, assume other factors are held constant. For example if you are told that only government spend..
what is the probability that it will be green?I did take one marble out of the bag; it was red. I set it aside. Now I am going to choose another marble at random. What is the probability that it will be green?
In an examination of purchasing patterns of shoppers, a sample of 16 shoppers revealed that they spent, on average, $54 per hour of shopping. Based on previous years, the population standard deviation is thought to be $21 per hour of shopping.
What is the optimal price of the textbook from the author's point of view and by how much would the demand for the textbook change if advertising were increased by 2%?
A needed service can be bought for $550 per unit. The same service can be provided by equipment that costs $225,000, has a salvage value of $75,000 at the end of 10 years and costs $21,500 annually plus $35 per unit to operate.
a nation's rate in 2003 was 5%. It accumulated capital at a rate of 5% and added to its employment of labor at a rate of 5%. The proportionate increase in real GDP in response to a proportionate increase in capital was 0.2, and the proportionate r..
Solve the forecast model
a. How much of each good will he demand b. A tax is placed on x so that x now costs Max $2 while his income and the price of y stay the same. How much of good x does he now demand. Would Max be as well off as he was before the tax.
An owner can lease her building for $100,000 per year for three years. The explicit cost of maintaining the building is $35,000 and the implicit cost is $50,000. All revenues are received, and costs are borne, at the end of each year.
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..
Assume that the price index is one hundred and a typical basket of goods and services cost $8. Within the basket, you had four hamburgers and 3 hot dogs.
Autie Frannie wants to help pay for her twin nephews to attend a private school. She intends to send a cheque for $2,000 at the end of each of the next eight years to apply to the cost of schooling. a) If general price inflation, as well as tuiti..
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