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Given the following model: Y = C + I + G + (X - M)
Question 1 Suppose that : Autonomous Consumption = $ 500 MPC = 0.75 Taxes = $ 400 Investment = $ 500 Government Spending = $ 1200 Exports = $ 300 Imports = $ 500
Find the following: (2 points each) A. E quilibrium income B. E quilibrium consumption C. E quilibrium saving D. Write the savings function E. Show that injections equal withdrawals
Question 2 Suppose that full employment GNP (FE Y) is = 4000 ( 2 points each)
A. Explicitly find the necessary change in G to get the economy to full employment GDP. B. Explicitly find the necessary change in Taxes to get the economy to full employment GDP.
Question 3 Given the position of the economy in question one and that full employment GDP = 4000 explain how the following monetary policies would get the economy to full employment GDP (1 .5 point each)
A. Open market operations B. Discount rate C. Federal funds rate D. Required reserve ratio
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Which firm would you expect to make the lowest profits, other things equal?
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How can having panel data (with T=2 and n sufficiently large) help solve the omitted variables problem if the omitted variables are time invariant (don’t vary over time)?
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How are some companies able to successfully cross generational lines to market their product?, can you name a company or companies? How do they do it?.
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