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Assume that X (needs to borrow fixed) is offered 4% fixed rate and LIBOR + 1.5% float, while Y (needs to borrow float) is offered
Assume that X (needs to borrow fixed) is offered 4% fixed rate and LIBOR + 1.5% float, while Y (needs to borrow float) is offered 6.25% fixed and LIBOR + 2.5% float. You need to structure a swap whereby X benefits 60% of the savings and Y benefits 40% of the savings of their borrowing costs (did I mention a bank? then NO need for it). To solve the question, fill in the following table:
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X
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Pay to the other |
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Receive |
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