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Question:
(a) Distinguish between endogenous and exogenous variables in a simultaneous equation model?
b) Write down two equations which can be solved simultaneously, determine whether they are identified or over-identified and get the reduced form equations.
c) Can OLS be applied to the reduced form equations? Justify your answer.
d) Distinguish between a simultaneous model and a recursive model and show clearly that OLS can be applied to a recursive model.
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The table below shows the summary of Balance of Payments in New Zealand. Note: Net values are given as credits + debits with correct signs in the balance of payment table.
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a rural population (given in thousands) is thought to decline according to the equation p=15e^(-0.1t). if t=0 at the beginning of 1998. calculate the numbers in the population at t
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#Identify at least five key pieces of data you would use in microeconomic decision making on the Web site.
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