Maximizing the Benefits of an Interest Rate Swap for Two Companies and the Investment Bank

QUESTION

The board of a company (Firm A) has agreed to pursue a new project and the Chief Financial Officer determines that it may borrow: Floating at BBSW + 3.85%pa Fixed rate debt at 12.45%pa The CFO of a large corporate (Firm B) learns that it may borrow: Floating at BBSW + 4.65%pa Fixed at 15.15%pa Government debt is trading at 3.87%pa Both CFO’s happen to approach the same investment bank, you, to explore funding their requirements via a swap. You are willing to enter into an intermediated swap with both parties, on the condition that you make 0.095% from each party of the swap transaction. Required Determine the swap strategy that maximises the benefit of the swap for each party, including your investment bank. Specify the swap cashflows. (6 marks) Calculate the borrowing costs and the benefit to each party from entering into the swap.

ANSWER

Maximizing the Benefits of an Interest Rate Swap for Two Companies and the Investment Bank

Introduction

In the world of corporate finance, managing interest rate exposure is crucial for businesses to optimize their funding costs. Two companies, Firm A and Firm B, are considering borrowing options for new projects and have approached an investment bank to explore the possibility of interest rate swaps. The investment bank seeks to earn 0.095% from each party involved in the swap transaction while helping the companies minimize their borrowing costs. This essay outlines the swap strategy that maximizes the benefit for each party and provides a detailed analysis of the borrowing costs and benefits.

Interest Rate Options

Firm A has two borrowing options: floating at BBSW (Australia’s benchmark rate, the Bank Bill Swap Rate) + 3.85% per annum or fixed at 12.45% per annum. On the other hand, Firm B can choose between floating at BBSW + 4.65% per annum or fixed at 15.15% per annum. Government debt is trading at a lower rate of 3.87% per annum.

Swap Strategy: To maximize the benefits of the swap for each party, the investment bank can facilitate an intermediated interest rate swap between Firm A and Firm B. Here’s how the strategy can work:

Firm A’s Perspective:

Firm A prefers fixed-rate debt at 12.45% but can access floating-rate debt at BBSW + 3.85%, which is more favorable.

Through the swap, Firm A can agree to pay a fixed interest rate to Firm B, which is higher at 15.15%.

In return, Firm B pays Firm A a floating rate at BBSW + 4.65%, higher than Firm A’s borrowing cost.

Firm B’s Perspective:

Firm B prefers floating-rate debt at BBSW + 4.65% but can access fixed-rate debt at 15.15%, which is less favorable.

Through the swap, Firm B can agree to pay a fixed interest rate to Firm A, which is lower at 12.45%.

In return, Firm A pays Firm B a floating rate at BBSW + 3.85%, lower than Firm B’s borrowing cost.

Swap Cashflows

The following illustrates the cashflows for both firms over the life of the interest rate swap:

Firm A pays Firm B: Fixed rate (12.45%) – Floating rate (BBSW + 4.65%)

Firm B pays Firm A: Fixed rate (15.15%) – Floating rate (BBSW + 3.85%)

Benefits and Calculations:

For Firm A:

Without the swap, Firm A’s fixed-rate borrowing cost is 12.45%.

With the swap, it effectively borrows at a fixed rate of 15.15% – 4.65% = 10.50%.

The benefit to Firm A is 12.45% – 10.50% = 1.95%.

For Firm B:

Without the swap, Firm B’s fixed-rate borrowing cost is 15.15%.

With the swap, it effectively borrows at a fixed rate of 12.45% – 3.85% = 8.60%.

The benefit to Firm B is 15.15% – 8.60% = 6.55%.

For the Investment Bank:

The investment bank earns 0.095% from each party in the swap transaction.

Total earnings from the swap transaction = 2 * 0.095% = 0.19%.

Conclusion

By entering into an intermediated interest rate swap, both Firm A and Firm B can benefit from lower borrowing costs. Firm A reduces its effective fixed rate, while Firm B gains access to more favorable floating-rate debt. Simultaneously, the investment bank facilitates the swap and earns a nominal fee of 0.19%. This strategy demonstrates how financial instruments like interest rate swaps can be effectively used to optimize funding costs for businesses while providing opportunities for intermediaries to generate income.

 

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