Consider the following plain vanilla interest rate swap: Volkswagen borrowed $200mm for four years with annual payments at a floating rate of one-year Libor, but now wants fixed rate liabilities. The World Bank borrowed $200mm for four years with annual payments of 6%.
1) If two entered into a plain vanilla interest rate swap with no exchange at time 0, what would the swap rate be? Use the zero coupon bond prices implied by the yield curve below (assume continuous compounding and normalize par values to $1) to discount cash flows and assume today is a reset date.
t | spot rate | discount factor |
---|---|---|
1 | 0.30 % | d1 = e-0.0030 =0.9970045 |
2 | 1.15 % | d2 = e-0.0115x2=0.9772625 |
3 | 2.00 % | d3=e-.02x3=0.9417645 |
4 | 2.14 % | d3=e-.0214x4=0.91796134 |
Swap rate = (1 - d4) / (d1+d2+d3+d4) = 2.14 %
Consider the following plain vanilla interest rate swap: Volkswagen borrowed $200mm for four years with annual...
Consider a plain vanilla fixed for floating interest rate swap with a notional principal of 4,100,000 and annual payments. Initially the swap was supposed to last for five years and now three years remain. If the initial fixed rate is 0.09, LIBOR is 0.08, and the year three payment was just made (two years of payments remain on the swap), What is the absolute value of the swap?
Alpha Corporation and Horizon Ltd have decided to go into a plain vanilla interest rate swap, Alpha pays a fixed interest rate of 6% pa while Horizon pays floating rate based on Libor rate. The notional amount is $10 Million. Based on the rates given calculate each payoff on semiannual basis lull '2001 | 54% 341201| 65% jan 12003 | I'Y% 3.4 , | 12%.
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