Companies X and Y have been offered the following rates per year on a $5 million investments. Company X requires a fixed-rate investment; company Y requires a floating-rate investment. Design a swap that will net a bank, acting as intermediary, 0.2% per year and which will appear to be equally attractive to X and Y.
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Fixed Rate Floating Rate
Company X 8.0% LIBOR
Company Y 8.8% LIBOR
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*LIBOR: London Inter-Bank Offered Rate
Company | Fixed Rate | Floating rate | Preference | |
X | 8% | LIBOR | Fixed | |
Y | 8.80% | LIBOR | Floating | |
Inter Bank activity | ||||
Company | Rates received | Rates payable | ||
X | LIBOR | 8% | ||
Y | 8.80% | LIBOR | ||
Total | LIBOR + 8.8% | LIBOR + 8% | ||
Spread available with bank | 0.80% | |||
Commision kept by bank | 0.20% | |||
Remaining spread | 0.60% | |||
Equally distributed in X and Y | 0.30% | |||
Rates payable by each company | ||||
Paid to Inter-Bank | Commission | Net rates available | ||
X | LIBOR | 0.30% | LIBOR -0.3% | |
Y | 8.80% | 0.30% | 8.30% | |
Companies X and Y have been offered the following rates per year on a $5 million...
Companies X and Y have been offered the following rates per annum on a $5 million 10-year investment, and a bank, acting as intermediary, will charge 0.2% per annum (20 basis points) to arrange and manage the swap, which appear equally attractive to X and Y. Please note that this is an investment swap, not a liability swap, so the arrows move in the opposite direction as the examples in the module. Please see the Hull textbook for more details....
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