Use the data from Q5, and given the following annualized interest rates: r(30) = 4.0%; r(120) = 4.5%; r(210) = 5.0%, and; r(300) = 5.5% sixty days after the initiation of the pay-fixed swap. If the pay-fixed and receive-floating swap is to mark-to-the-market now, who pays whom and how much? Use $5m notional principal. Pay-fixed leg pays $24,214.41 to pay-floating leg. Pay-floating leg pays $24,214.41 to pay-fixed leg. Pay-fixed leg pays $25,455.45 to pay-floating leg. Pay-floating leg pays $25,455.45 to pay-fixed leg.
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- Suppose we are pricing a five-year Libor-based interest rate swap with annual resets (30/360 day count). The estimated present value factors are given below: Maturity(years) Present ValueFactors1 0.9900992 0.9778763 0.9651364 0.9515295 0.937467 What is the fixed rate of the swap? Answer in 4 decimal placesPLease use actuarial science work to solve this question. The answer is (a) 0.1774, (b) 0.2124, (c) 0.3020 Thank you so much.If you are the floating-rate payer in an interest rate swap, paying LIBOR + 40bp with a notional value of $1,000,000 and LIBOR turns out to be 0.72%, 0.83%, 0.91% and 1.03% at the four annual payment dates, what are your dollar payment obligations at those dates?
- VijayFor an interest rate swap, if i have 7-year floating rate of 4% and a 7 year fixed rate of 5.4% and both loans are valued at 12 million. How do I find the value of the swap? NPV or PV.Suppose we observe the following rates: 1R1 = 0.75%, 1R2 = 1.20%, and E(2r1) = 0.907%. If the liquidity premium theory of the term structure of interest rates holds, what is the liquidity premium for year 2, L2? (Do not round intermediate calculations. Round your answer to 3 decimal places.)
- Suppose the 1-year and 2-year OIS rates are 2% and 4%, respectively. Consider an OISswap with two years to maturity where you receive 3% and pay the floating reference ratewith principal 1 million. If the payments are made annually with annual compounding, what is the value of the swapD3) Finance The current SOFRs for 3-month, 6-month and 9-month are 10.96%, 11.25% and 11.45%, respectively. What is annualized swap rate for the 9-month interest rate swap? %Use the following information about an interest rate SWAP contract to answer the following question. Assume ½ for the date count fraction. (Do not round intermediate calculations.) If Bank of America wants to make a book P/L of $30,000, what adjustment should it make to its LIBOR floating payments? Counter Parties Notional Principal Fixed Rate payer Fixed Rate Floating Rate Payer Floating Rate Floating Rate Reset Effective date Maturity Date Barclays & Bank of America $8,000,000 Barclays 6% (s.a.) Bank of America LIBOR+???bp (s.a.) 6 months December 21, 2020 December 21, 2023 Term (Years) Pay rate zero Discount Factor Receive rate zero 0.5 5.25% 0.9747 5.33% Discount Factor 0.9744 1 5.78% 0.9454 5.88% 0.9445 1.5 5.97% 0.9167 6.17% 0.9141 2 6.22% 0.8863 6.33% 0.8845 2.5 6.31% 0.8582 6.43% 0.8557 3 6.39% 0.8304 6.51% 0.8276 Provide you answer in basis points, rounded to two decimal points. Recall that 1% = 100 basis points. The following numbers are meant to provide guidance for…
- please provide correct answers. i will upvote.Please explain all calculations and actions please: You are about to sign an interest swap to pay fixed and receive floating. The quote is 4.5-4.7% against LIBOR flat. The principal is 100,000. What is the value of the swap? (please use a fixed rate to discount the cash flows.) Round to the nearest US cent (2 decimal places).Today is the 10th January 2023. You want to buy a Floating Rate Note (FRN) that matures on the 10th July 2027 and pays an annual coupon equal to LIBOR. Compute the fair price of the note. Use the data in Table 1. The LIBOR rate at selected dates are showed in Table 3. Please show your calculations. Discuss your result.