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The current spot rate quote is 2 USD/GBP. A 180 day forward discount for the GBP of 2% (annualized) would reflect a forward price of:

A)
2.02 GBP/USD.
B)
1.96 USD/GBP.
C)
1.98 USD/GBP.

TOP

The current spot rate quote is 2 USD/GBP. A 180 day forward discount for the GBP of 2% (annualized) would reflect a forward price of:

A)
2.02 GBP/USD.
B)
1.96 USD/GBP.
C)
1.98 USD/GBP.



The GBP is at a forward discount if the forward rate expressed in USD/GBP is below the spot rate. Since the annualized discount is 2%, the 180 day forward discount is 1% of spot, or USD 0.02.

[(1.98 ? 2.00) / 2.00](360 / 180) = -2%

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The forward rate on a 90-day contract is 5 DC/$ and the spot is 4 DC/$. The $ is trading at a forward:

A)
premium of 1.0.
B)
discount of 1.0.
C)
premium of 0.8.

TOP

The forward rate on a 90-day contract is 5 DC/$ and the spot is 4 DC/$. The $ is trading at a forward:

A)
premium of 1.0.
B)
discount of 1.0.
C)
premium of 0.8.



A foreign currency is at a forward premium if the forward rate expressed in dollars is above the spot rate. Forward premium = forward rate – spot rate = 5 ? 4 = 1.

TOP

If the forward rate expressed in domestic currency units is above the spot rate, then the foreign currency is at a:

A)

spot discount.

B)

forward premium.

C)

forward discount.

TOP

If the forward rate expressed in domestic currency units is above the spot rate, then the foreign currency is at a:

A)

spot discount.

B)

forward premium.

C)

forward discount.




A foreign currency is at a forward premium if the forward rate expressed in domestic currency is above the spot rate. Forward premium = forward rate – spot rate.

TOP

Today, the spot rate on Japanese yen is $0.008000 and 180-day forward yen are priced at $0.008250. The annualized forward premium is:

A)

6.250%.

B)

3.125%.

C)

6.060%.

TOP

Today, the spot rate on Japanese yen is $0.008000 and 180-day forward yen are priced at $0.008250. The annualized forward premium is:

A)

6.250%.

B)

3.125%.

C)

6.060%.




Forward premium = ($0.008250 ? $0.008000) / $0.008000 × (360 / 180) = 0.0625 = 6.25%.

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Isaac Long is an English investor. He notices the 90–day forward rate for the Norwegian kroner is GBP0.0859 and the spot rate is GBP0.0887. Long calculates the annualized rate of the kroner to be trading at a:

A)
discount of 12.63%.
B)
premium of 9.478%.
C)
premium of 21.17%.

TOP

Isaac Long is an English investor. He notices the 90–day forward rate for the Norwegian kroner is GBP0.0859 and the spot rate is GBP0.0887. Long calculates the annualized rate of the kroner to be trading at a:

A)
discount of 12.63%.
B)
premium of 9.478%.
C)
premium of 21.17%.



[(forward rate ? spot rate) / spot rate] × (360 / number of forward contract days) = [(0.0859 ? 0.0887) / 0.0887] × (360 / 90) = ?0.1263 or ?12.63%.

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