The Cookie Creme Company (Party A) prefers to have fixed rate debt, but has a higher fixed rate of 5% annually, while its variable cost of debt is LIBOR + 1%, with LIBOR at this time at 3%. The Bright Window Company (Party B) would prefer to have variable rate debt, but its fixed rate for debt is 4% annually is lower than its variable rate debt of LIBOR + 1.50% (with LIBOR at this time at 3%).
The two parties agree to a 10-year swap for a given amount at a brokerage fee cost of 0.10% for each party for a given notational amount.
• Party A will continue to issue variable rate debt that costs LIBOR + 1% (currently 3%), and Party B will continue to issue fixed rate debt that costs 4%.
Swap of Partial payments:
• Party A will pay Party B cash flows based on the notational amount at a fixed rate of 4%.
• Party B will pay Party A cash flows based at a rate equal to LIBOR + 1% (Libor currently 4%)
a. What are the liability swap rates (effective rates on debt) that each party will in net be paying on their debt with this swap?
(Hint: liability swap rate = dr % - pi% + po% + fee%) where dr is the firm's rate on the type of debt it is using; po% is the rate to be paid to the other party; pi is the rate to be received from the other party; and fee% is the brokerage rate for the swap.)
b. Given your answers in a., what is the financing advantage for each party?
Correct Answer:
Verified
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