Suppose the most productive use of a particular site is as a manufacturing plant that will generate revenues of $12,000,000 per year with raw material costs and operating expenses (other than net rent) of $7,000,000 per year, and construction costs (for the plant and equipment) that can be paid for with a perpetual loan with interest of $3,000,000 per year. according to the residual theory, how much is this site worth in terms of annual land rent?

What is the relationship between credit and debt?

What could cause a production possibilities curve to move down and to the left? a.) a nation loses land after being defeated in a war. b.) an increase in the use of computer technology speeds up production c.) a baby boom 20 years ago results in a large number of young adults in the population today. d.) thousands of investors from overseas invest money in a nations economy.

White truffles are a very prized and rare edible fungus that grow naturally in the countryside near alba, italy. suppose that it costs $200 per day to search for white truffles. on an average day, the total number of white truffles (t) found in alba is t = 20x − x 2 , where x is the number of people searching for white truffles on that day. white truffles can be sold for $100 each. if there is no regulation, how many more people will be searching for white truffles than the socially optimal number?