Question: 4. Interest Rate Swap: Using the same USD LIBOR spot rate curve provided (see, SpotRateCurves. xIsx), construct an Excel Sheet to calculate the at-the-money Swap

4. Interest Rate Swap: Using the same USD LIBOR4. Interest Rate Swap: Using the same USD LIBOR4. Interest Rate Swap: Using the same USD LIBOR4. Interest Rate Swap: Using the same USD LIBOR
4. Interest Rate Swap: Using the same USD LIBOR spot rate curve provided (see, SpotRateCurves. xIsx), construct an Excel Sheet to calculate the at-the-money Swap Rate of a fixed-for-floating interest rate swap with the following inputs: a. Trade date b. Swap notional (for eg. 10 million) c. Coupon frequency (semi-annual or annual) d. Maturity (1 year to 10 years) You may price the swap as a strip of Forward Rate Agreements (FRAs) as discussed during the lecture and as described in the additional learning material. Suppose that the interest rate curve shifts down by 10 bps, subsequent to the inception of the interest rate swap:a. What is the new mark-to-market value of the swap from the perspective of the fixed-rate payer? b. What is the new mark-to-market value of the swap from the perspective of the fixed-rate receiver?Notes: a You will have to construct the Forward rate curve from the Spot rate curve For the above exercise. Feel free to use the Excel sheet From Seminar 1 For that. a One should be able to change the input parameters in your sheet and it should automatically calculate the swap rate for those parameters. 0 Marks will be awarded for the implementation style. [ 25 marks ] D13 X Y fix A B C D E Spot Rate Curves - Quarterly data points VOUTAWNY 0#USDEDMZ=R USD Native Bid Cash 0,092 8 7D 0,142 1M 0,15 10 2M 0, 136 11 3M 0, 189 12 4M 0,203 13 5M 0, 193 14 6M 0,207 15 7M 0,22 16 8M 0,229 17 9M 0,238 18 10M 0,249 19 11M 0,261 20 1Y 0,28 21 1Y 3M 0,334 22 1Y 6M 0,398 23 1Y 9M 0,47 24 2Y 0,552 25 2Y 3M 0,638 Spot Rates +

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