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Over the past few years there has been much concern about falling housing prices, and some policy makers have argued that the government should put a floor under prices so that they stop falling. Suppose that in a given community, the supply and demand of housing are given by the following equations: S= 100P - 100 D = -50P + 1400, where S is quantity supplied (in thousands), D is quantity demanded (in thousands), and P is the price per home (in tens of thousands). Suppose that the price is currently 15. In what direction would you expect prices to be moving? What are the equilibrium price and quantity? How much money would be spent on housing in this community in equilibrium? (Employ your diagram to help you think about the problem, but use algebra to get your answer.)
a small country produces 5000 units of output and has a money suplly of $2000. if citizens want to hold 10% of their income in money ie k=0.1 what are v, $gnp, p and real money sup
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Suppose price elasticity of demand for HP laptops is -2.3. If the price of an HP laptop is $1,000, what should the new price be to have an increase of 10% in quantity demanded for
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is/lm curve
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derive balance of payment line graphically
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