Suppose that a bank has $30 million in asset X, $10 million in asset Y, and $20 million in asset Z. Each asset has a different risk weight. The risk weight for asset X is 30%, the risk weight for asset Y is 60%, and the risk weight for asset Z is 10%. The amount of risk-weighted assets for this bank is ____________ million. Assuming that the bank has to hold capital equal to 8% of its
risk-weighted assets, the bank must hold _____________ million in capital.
A) $17; $13,6
B) $60; $4.8
C) $17; $1.36
D) $66; $5.28
C
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Assume that inventories declined by more than analysts predicted. This implies that
A) planned aggregate expenditure was less than real GDP. B) planned aggregate expenditure is unrelated to real GDP. C) planned aggregate expenditure was greater than real GDP. D) planned aggregate expenditure was equal to real GDP.
Given the information in the table above, if the world equilibrium price of widgets were 40 cloths, then
A) both countries could benefit from trade with each other. B) neither country could benefit from trade with each other. C) each country will want to export the good in which it enjoys comparative advantage. D) neither country will want to export the good in which it enjoys comparative advantage. E) both countries will want to specialize in cloth.
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Exhibit 30-1
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The p-value for a one-sided left-tail test is given by
A) Pr(Z - tact ) = ?(tact). B) Pr(Z < tact ) = ?(tact). C) Pr(Z < tact ) < 1.645. D) cannot be calculated, since probabilities must always be positive.