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Q1. In a private closed economy, the marginal propensity to consume is 0.25, consumption equals income at $120 billion and the level of investment is $40 billion. Illustrate what is the equilibrium level of income
Q2. A country that has never had its own currency has formed a central bank and put you in charge of developing money. It needs to perform the necessary functions of any good currency efficiently (i.e., being a medium of exchange, a store of value and a unit of account). Because your country is interested in trading with other members of the global economy, other nations must have faith in its fitness and the currency exchange marketplaces must be willing to accept it.
According to the production function, with 300 labor hours, Illustrate what is this economy's capacity to produce.
Use supply and demand model to explain the dramatic rise in the price of a college education.
If the marginal cost of planting and harvesting an acre is $7000 per acre for each of the five acres, how many acres should the farmer plant and harvest.
Illustrate what are the highest also lowest payments from the writer that the beekeeper farmer team will accept for the sixth day.
Suppose the state is trying to decide how many miles of a very scenic river it should preserve.
The narrator is consumed by the idea that human begings do not actually have free will. How is his free curtailed on the nadir, and how does he fight back.
Coupled with $160 annual tax rebate per household. Will the household be better or worse off under the new program.
Explain how specifically can GDP be adjusted to better measure well-being.
What will the equilibrium be. How do producer and consumer surplus change from the perfectly competitive case.
Compare the additional revenue Circuit City makes as it moves from 2 million to 4 million copies of Vista with the additional revenue it makes as it moves.
Suppose that all wages also prices in an economy are indexed to increase. Explain there can still be an increase tax.
Assume there are two firms in a market who each simultaneously choose a quantity.
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