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Suppose Humphrey starts out with four pounds of food and seven gallons of water, while Lauren starts out with eight pounds of food and five gallons of water. Draw an Edge worth box that shows all possible allocations of these goods, and plot the endowment points. Now suppose that both Lauren and Humphrey’s preferences correspond to the utility function U(F, W) = min{F, W} (where F refers to pounds of food and W refers to gallons of water). This is a case of perfect complements. Add Humphrey and Lauren’s indifference curves to the Edge worth box. Then draw the contract curve. To which points on the contract curve is each consumer willing to trade?
what is a consumption function? describe the graph of a consumption function and explain its shape. if total spending
If you had a business exporting goods to Britain, and U.S. inflation fell as discussed above in this example, would you plan to expand production or cut back? Why?
Edward the entrepreneur takes 2 hours to cut a lawn, and he cuts 1,000 lawns per year. He uses solar-powered equipment (truck and mover) that will last forever
What is the equation for the Marginal Social Cost curve? Use this to figureout what the socially optimal amount of widgets is. Is the socially optimal thesame amount as you found in part (a)?
three friends are choosing a restaurant for dinner. here are their preferences rachel ross joey1st
The Babylonians studied problems which lead to simultaneous linear equations and some of these are preserved in clay tablets which survive. For example a tablet dating from around 300 BC contains the following problem:-
you are a senior production manager for a company that has traditionally pursued a corporate strategy of unrelated
firms that compete with each other cournot game with identical cost function mc0 and the inverse demand py100 - y where
To be successful in increasing the price of their product, members of a cartel must:
a five-forces industry analysis provides an overview of the potential profitability of the average firm in an industry
Investment spending
Imposition of stricter environmental protection laws.
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