Topic 5 Flashcards
You owe a supplier €10M in 6 months and a client owes you £10M in 6 months. You should
A. Buy euros and buy pounds on the forward market
B. Sell euros and sell pounds on the forward market
C. Sell euros and buy pounds on the forward market
D. Buy euros and sell pounds on the forward market
C. Sell euros and buy pounds on the forward market
You own a store in France and owe a British supplier £1M in 3 months. How would you hedge this exposure? How much would it cost?
A. Sell Euros, Buy Pounds. It would cost €1,328,859
B. Sell Euros, Buy Pounds. It would cost €1,980,000
C. Buy Euros, Sell Pounds. It would cost €1,328,859
A. Sell Euros, Buy Pounds. It would cost €1,328,859
You owe €1,000,000 in one year. The current spot is $1.2/€ A European bank is paying 2% on deposits or will lend at 5%. A U.S. bank is paying 3% or will lend at 6%.How many euros do you need today?
A. €950,447
B. €980,392
C. €1,176,470
D. €1,247,058
B. €980,392
You owe €1,000,000 in one year. The current spot is $1.2/€ A European bank is paying 2% on deposits or will lend at 5%. A U.S. bank is paying 3% or will lend at 6%.How many dollars do you need today?
A. $950,447
B. $980,392
C. $1,176,470
D. $1,247,058
C. $1,176,470
You owe €1,000,000 in one year. The current spot is $1.2/€ A European bank is paying 2% on deposits or will lend at 5%. A U.S. bank is paying 3% or will lend at 6%. How many dollars do you need in one year?
A. $950,447
B. $980,392
C. $1,176,470
D. $1,247,058
D. $1,247,058
You are owed €1,000,000 in one year. The current spot is $1.2/€ A European bank is paying 2% on deposits or will lend at 5%. A U.S. bank is paying 3% or will lend at 6%. How many euros do you need today?
A. €952,380
B. €991,489
C. €1,142,856
D. €1,177,142
A. €952,380
You are owed €1,000,000 in one year. The current spot is $1.2/€ A European bank is paying 2% on deposits or will lend at 5%. A U.S. bank is paying 3% or will lend at 6%. How many dollars do you need today?
A. $952,380
B. $991,489
C. $1,142,856
D. $1,177,142
A. $952,380
You are owed €1,000,000 in one year. The current spot is $1.2/€ A European bank is paying 2% on deposits or will lend at 5%. A U.S. bank is paying 3% or will lend at 6%. How many dollars do you get in a year?
A. $952,380
B. $991,489
C. $1,142,856
D. $1,177,142
A. $952,380
U.S. Treasury rates are 2% while U.K. rates are 4%. The spot rate is $1.25/£.A U.S. bank is charging 5% for borrowers. A U.K. bank is charging 6% for borrowers. What should the forward rate be?
A. $1.2260/£
B. $1.2745/£
C. $1.2500/£
D. $1.2347/£
A. $1.2260/£
U.S. Treasury rates are 2% while U.K. rates are 4%. The spot rate is $1.25/£.A U.S. bank is charging 5% for borrowers. A U.K. bank is charging 6% for borrowers. What is the effective exchange rate with a money market hedge if you were owed £10 million?
A. $1.2260/£
B. $1.2028/£
C. $1.2620/£
D. $1.2347/£
B. $1.2028/£
U.S. Treasury rates are 2% while U.K. rates are 4%. The spot rate is $1.25/£.A U.S. bank is charging 5% for borrowers. A U.K. bank is charging 6% for borrowers. What is the effective exchange rate with a money market hedge if you owe£10 million?
A. $1.2260/£
B. $1.2028/£
C. $1.2620/£
D. $1.2347/£
C. $1.2620/£
You will receive ¥10 million in one year. You are tasked to execute a money market hedge for this Yen exposure. If the dollar interest rate is 5% and the yen interest rate is 3% and the spot rate is ¥120/$, then the first step would be to
A. Borrow ¥9,708,737
B. Borrow $83,333
C. Borrow ¥9,523,809
D. Borrow $80,906
A. Borrow ¥9,708,737
Boeing sells a plane for £10,000,000 deliverable in 1 year, How do we allow upside potential but protect from downside?
A. Sell pound futures
B. Buy pound futures
C. Sell put options
D. Buy put options
B. Buy pound futures
You owe someone £10,000,000 deliverable in 1 year. The current spot is $1.20/£. You have calculated that your profitability breakeven price is $12 million. How can you hedge this exposure using options and ensure that you at least breakeven?
A. Sell call options with a strike price = $1.20/£
B. Buy call options with a strike price = $1.20/£
C. Sell put options with a strike price = $1.20/£
B. Buy call options with a strike price = $1.20/£ (?)
Someone faced with exposure to a depreciating currency can reduce transaction exposure with a strategy of A. paying or collecting early B. paying or collecting late C. paying late, collecting early D. paying early, collecting late
B. paying or collecting late