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Assume that Joe derives utility based on the following utility function U(x,y) = (x1^0.6 + X2^0.6)^1/0.6
If Joe's income is $5,040 a month, and the price of goods X1 and X2 are $45 and $5 respectively, derive the following:
A) The quantity of X1 and X2 that maximize Joe's utility
B) The maximum level of utility Joe receives.
The primary period had been 10 years, what would the compound growth rate have been then. What would you expect the sales to be after 16 more years.
What would be your subsequent steps? Make sure you include both the positive and negative effects of your actions making sure you include the trade-offs or opportunity costs.
What is the bank's duration gap in years? If interest rates increase 100 basis points then what will be the predicted dollar change in equity value?
Draw the daily budget constraint without any program participation for the single parent described above. On the same graph, draw the daily budget constraint under TANF for the single parent described above. At what level of money income does the ..
Use real GDP, unemployment rate, customer price index, foreign exchange rate or auto sales, and oil or gas prices, make a 1,000 word paper in which you define each of indicators as related to the auto sales industry, and explain its current status.
Suppose the U.S. is in the midst of a recession and a new president has just inherited an already large public debt.
Describe the current general interest rates. Is the current interest level one that promotes or retards growth in the economy.
Illustrate what has been the real change in Bill's net worth.
Now, suppose that initially z=2 and the economy is in the steady state you calculated in part a. . Then suppose that z falls to 1.8 permanently. What is the new steady state? Determine capital per worker znd output per worker in each of the first ..
The ability for economy to eliminate any imbalances in actual and potential output is sometimes called self-correction. Using an aggregate supply and aggregate demand diagram,
Assume two firms, A and B, serve a market with demand D(p) = 100 - p. Assume that (i) they have identical cost functions, c(Q) = 5Q,
Define Q to be level of output produced and sold, and suppose that the firm's cost function is given by the relationship;
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