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Financial Institutions Management
Quiz 22: Futures and Forwards
Path 4
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Question 81
Multiple Choice
The average duration of the loans is 10 years. The average duration of the deposits is 3 years.
What is the number of T-Bill futures contracts necessary to hedge the balance sheet if the duration of the deliverable T-bills is 0.25 years and the current price of the futures contract is $98 per $100 face value?
Question 82
Multiple Choice
Use the following two choices to identify whether each intermediary or entity is a net buyer or net seller of credit derivative securities. -Hedge funds
Question 83
Multiple Choice
Conyers Bank holds Treasury bonds with a book value of $30 million. However, the Treasury bonds currently are worth $28,387,500. How can the portfolio manager use futures markets to protect against the risk exposure of rising interest rates?
Question 84
Multiple Choice
The average duration of the loans is 10 years. The average duration of the deposits is 3 years.
What is the number of T-bond futures contracts necessary to hedge the balance sheet if the duration of the deliverable bonds is 9 years and the current price of the futures contract is $96 per $100 face value?
Question 85
Multiple Choice
Conyers Bank holds Treasury bonds with a book value of $30 million. However, the Treasury bonds currently are worth $28,387,500. If Treasury bond futures prices are currently 89-00/32
nds
, what is the value of the Treasury bond futures hedge position?
Question 86
Multiple Choice
Conyers Bank holds Treasury bonds with a book value of $30 million. However, the Treasury bonds currently are worth $28,387,500. The portfolio manager for Conyers Bank wishes to sell the entire issue of Treasury bonds at a current price of 87-05/32
nds
. What will be the gain or loss on the cash position since the futures contract was placed? (That is, since the bonds were valued at $28,387,500.)
Question 87
Multiple Choice
Conyers Bank holds Treasury bonds with a book value of $30 million. However, the Treasury bonds currently are worth $28,387,500. The bank's portfolio manager wants to shorten asset maturities. Which of the following statements is true?