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Question 1.
Companies A and B have been offered the following rates per annum on a $20 mil
5-year loan:
Fixed rate Floating rate
A 5.0% SOFR+1.0%
B 6.4% SOFR+0.6%
Company A requires a floating-rate loan while company B requires a fixed-rate loan.
Design a swap that will net a bank, acting as intermediary, 0.1% per annum and that will
appear equally attractive to both companies.
Interest rate swaps - transforming type of liability or asset - ie: fixed to floating rate loan.
Matching - intermediary - helps with timing. Needs to be a benefit for all involved.
In reality - will be less than 0.1% for intermediaries.
Comparative advantage = engage in a swap.
Firm A = less risky - lower floating rate. Short-term, overnight floating rate of interest.
Higher rates of interest are charged if the firm is more likely to default.
The premium = 1.4% points A - B ; floating rate premium = 0.5% (diff between A and B)
B is more risky in the market, but with floating pay lower premium.
Long term = higher fixed rate differential.
Constructing the swap:
A = want floating rate loan, B has comparative advantage ij floating-rate markets, B = want
fixed rate loan where A has comparative advantage in fixed-rate markets.
1.4% per annum differential between the fixed rates offered to A and B and a 0.5% per
annum differential between the offered floating rate.
The total gain to all parties is therefore 1.4-0.5=0.9% per annum
The 0.9% total gain will be split as (to give intermediary 0.1%, and equally attractive to both
firms):
- 0.1% to intermediary
- 0.4% to company A (½ of remaining)
- 0.4% to company B
Will lead to:
A borrowing floating at SOFR - 0.3% ( a gain of 0.4% compared to SOFR+0.1% )
B borrowing fixed at 0.6% ( gain of 0.4% compared to 6.4% )
Company A already pays a fixed rate out.
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