7) When domestic and foreign currency bonds are imperfect substitutes, the domestic interest
rate (R) can be written as
A) R = R – (Ee – E)/E + ρ.
B) R = R – (Ee – E)/E.
C) R = R + (Ee – E)/E + ρ.
D) R = R – (Ee + E)/E + ρ.
E) R = R – (Ee – E)ρ.
8) In the interest rate parity condition with imperfect substitutes and a risk premium of ρ
A) an increased stock of domestic government debt will raise the difference between the
expected returns on domestic and foreign currency bonds.
B) a decreased stock of domestic government debt will raise the difference between the expected
returns on domestic and foreign currency bonds.
C) an increased stock of domestic government debt will reduce the difference between the
expected returns on domestic and foreign currency bonds.
D) an increased stock of domestic government debt will have no effect on the difference between
the expected returns on domestic and foreign currency bonds.
E) a decreased stock of domestic government debt will have no effect on the difference between
the expected returns on domestic and foreign currency bonds.
9) The signaling effect of foreign exchange intervention
A) never has any effect on exchange rates.
B) can alter the market’s view of exchange rates independent from the stance of monetary and
fiscal policies.
C) cannot cause an immediate exchange rate change when bonds denominated in different
currencies are perfect substitutes.
D) never leads to actual changes in monetary or fiscal policy.
E) can alter the market’s view of future monetary policies and cause an immediate exchange rate
change.