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Questions and Answers

In an interest rate swap between Company A and Company B, where Company A has a fixed rate of 7.0% and Company B has a fixed rate of 8.5%, how are the net savings typically determined?

  • By averaging the individual fixed rates of both companies.
  • By adding Company A's and Company B's fixed rates together.
  • By subtracting Company A's fixed rate from Company B's fixed rate. (correct)
  • By calculating the difference between their floating rates.

What primary benefit does a company derive from engaging in an interest rate swap?

  • Increasing their overall debt.
  • Eliminating all interest rate risk.
  • Avoiding the need to take out a loan.
  • Gaining access to a lower rate on the type of loan they require. (correct)

In the context of an interest rate swap, what role does a bank play when it acts as an intermediary?

  • The bank assumes all of the risk of the swap.
  • The bank facilitates the swap and takes a portion of the savings as a fee. (correct)
  • The bank determines the interest rates for the swap.
  • The bank facilitates the swap for a fee, without assuming risk.

When a bank acts as an intermediary in an interest rate swap, how is its fee typically covered?

<p>Deducted from the net savings (spread) achieved through the swap. (B)</p> Signup and view all the answers

In the example provided, if Company A pays LIB – 0.45% to the bank and Company B pays 8.05% to the bank, what does the bank do with these payments?

<p>The bank uses the payments to offset each company’s original loan obligations based on the swap agreement. (D)</p> Signup and view all the answers

What is the primary risk that companies face when entering a currency swap?

<p>Exchange rate risk. (D)</p> Signup and view all the answers

In a currency swap, what is the role of a financial institution regarding exchange rate risk?

<p>The financial institution may be willing to assume the exchange rate risk. (A)</p> Signup and view all the answers

If Company X wishes to borrow U.S. dollars and Company Y wishes to borrow Japanese Yen, what type of swap would be most appropriate?

<p>A currency swap. (A)</p> Signup and view all the answers

In a typical currency swap involving a bank as an intermediary, how are the net savings shared between the companies and the bank?

<p>The savings are shared equally between the companies, with the bank's fee deducted from the total. (D)</p> Signup and view all the answers

What is a 'notional principal' in the context of a swap agreement?

<p>A reference amount used to calculate interest payments, which is not necessarily exchanged. (C)</p> Signup and view all the answers

Company A has been offered a fixed rate of 7.0% and Company B has been offered a fixed rate of 8.5%. If they enter into an interest rate swap that is equally attractive to both, how much lower will each party's rate be compared to what they would pay without the swap?

<p>0.5% (C)</p> Signup and view all the answers

Company Y wishes to borrow Yen at 6.5% and Company X wishes to borrow Dollars at 9.6%. If the bank takes a 0.5% fee as an intermediary, what is the amount of savings to be shared equally between Company X and Company Y?

<p>0.3% (B)</p> Signup and view all the answers

What is the first main step with determining the savings for a currency swap?

<p>Calculate the net sayings realizable with a swap. (D)</p> Signup and view all the answers

In the first example regarding the interest rate swap, which company requires a floating-rate loan?

<p>Company A (B)</p> Signup and view all the answers

Company A is offered a fixed-rate of 7.0% and a floating rate of LIB. Company B is offered a fixed rate of 8.5% and LIB + 0.5%. Company B requires a fixed-rate loan. If they engage in a swap without a bank intermediary, which fixed rate does Company B pay to Company A?

<p>8.0% (A)</p> Signup and view all the answers

Company A is offered a fixed rate of 7.0%, and Company B is offered a rate of LIB + 0.5%. If the diagram provided is followed, which entity pays Company B?

<p>Company A (D)</p> Signup and view all the answers

In a currency swap, the interest payments are denominated in what?

<p>Different Currencies (B)</p> Signup and view all the answers

What is the rate Company Y pays to company X after a swap with the following rates: Company Y - 6.5% Yen, Company X - 9.6% Dollar. The split is equal, and does not include the bank.

<p>5.95% Yen (D)</p> Signup and view all the answers

Per diagram 2 in the currency swap, what percentage does Company X end up paying?

<p>10% Dollar (D)</p> Signup and view all the answers

In the currency swap, which risk is assumed primarily by the financial instution?

<p>Exchange Rate Risk (B)</p> Signup and view all the answers

Flashcards

What is a swap?

An agreement where two parties exchange cash flows based on different interest rates or currencies.

How does an interest rate swap work?

Company B pays Company A a fixed rate, while Company A pays Company B a floating rate, allowing each to pay a rate lower than without the swap.

What are the net savings in a swap?

Net savings shared equally from the difference between fixed and floating rates.

What is a currency swap?

A swap where companies exchange interest payments denominated in different currencies.

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What risk do companies bear in currency swaps?

Companies bear the risk of exchange rate fluctuations during the swap's term.

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What is the 'spread' in currency swaps?

The difference between the interest rates in different currencies that makes a swap beneficial.

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Who typically assumes exchange rate risk?

Financial institutions often assume this risk in currency swaps, being better equipped to manage it.

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What is the role of an intermediary in a swap?

An intermediary charges a fee for facilitating the swap, reducing some of the net savings.

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Study Notes

  • Companies A and B are offered interest rates for a 5-year loan, where Company B needs a fixed rate and Company A needs a floating rate.

Interest Rate Swap Design

  • Objective: Design a swap equally attractive to both companies.
  • Objective: Design a swap netting a bank a 0.1% annual fee, while remaining attractive to both companies.
  • Company B pays LIB + 0.5% and Company A pays LIB without the swap.
  • Company A takes the 7% fixed rate loan (1.5% less than 8.5%), and Company B takes the LIB + 0.5% floating rate loan (0.5% higher than LIB).

Savings

  • Net savings amount to 1.5% - 0.5% = 1% for both parties.
  • Savings reduce each party's rate by 0.5% on their required loan type.
  • Company B pays Company A the 8% fixed rate, and Company A pays Company B the floating rate of LIB - 0.5%.
  • Each company pays 0.5% less than without the swap.

Intermediary Bank

  • A bank acts as an intermediary for a 0.1% fee from the 1% net savings (the spread).
  • The shared savings are now 1% - 0.1% = 0.9%, split as 0.45% for each company.
  • Company B pays 8.5% - 0.45% = 8.05%.
  • Company A pays LIB – 0.45%.

Bank's Role

  • Both payments go to the bank, which pays each party to offset their loan.
  • The bank receives 8.05% + LIB – 0.45% = LIB + 7.6% and pays 7% + LIB + 0.5% = LIB + 7.5%.
  • The bank's fee is the difference: (LIB + 7.6%) – (LIB + 7.5%) = 0.1%.

Currency Swap Scenario

  • Company X wants to borrow U.S. dollars and Company Y wants to borrow Japanese Yen at fixed rates.
  • Company Y is quoted at 6.5% for Yen, and Company X is quoted at 5.0% for Yen.
  • Company Y is quoted at 10% for Dollars, and Company X is quoted at 9.6% for Dollars.

Currency Swap Objective

  • Design a swap equally attractive for both companies, or with a bank intermediary taking a 0.5% annual fee.
  • In this scenario companies face exchange rate risks because their interest payments are in different currencies.
  • The bank assumes the exchange rate risk when acting as an intermediary.

Determining Net Savings

  • The net saving (spread) is 1.5% (Yen) - 0.4% (Dollar) = 1.1%.
  • The split is 0.55% for Company X and 0.55% for Company Y.
  • Company Y pays Yen 5.95% to Company X, calculated as 6.5% - 0.55%.
  • Company X pays 9.05% to Company Y, calculated as 9.6% - 0.55%.
  • Company Y pays 5.95% to Company X, allocates 5% for Company X's loan payment.
  • It allocates the remaining Yen 0.95% plus 9.05% for its 10% loan payment.

Fees

  • The bank fee is 0.5%, leaving a net saving of 1.1% - 0.5% = 0.6%.
  • The split is 0.3% for Company X and 0.3% for Company Y.
  • Company Y pays 6.5% - 0.3% = 6.2% Yen.
  • Company X pays 9.6% - 0.3% = $9.3% which are paid to the bank.
  • The bank pays what each party needs to pay off its loan.
  • The bank receives 6.2% Yen + $9.3% and pays 5% Yen + $10%.
  • It is left with Yen 1.2% - $0.7%, which equals its 0.5% fee, subject to the Yen - $ exchange rate risk.

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