Assume the following scenario Company A (Wants Fixed) Company B (Wants Float) Company C (Wants Float) Fixed 8% 7% 10% Float 7% 8% 10% Amount $1,000,000 $500,000 $500,000 How much does each company save by engaging in interest rate swaps if we assume each company shares the benefits evenly with their counterparty
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Assume the following scenario Company A (Wants Fixed) Company B (Wants Float) Company C (Wants Float) Fixed 8% 7% 10% Float 7% 8% 10% Amount $1,000,000 $500,000 $500,000
How much does each company save by engaging in interest rate swaps if we assume each company shares the benefits evenly with their counterparty.
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- (Following Rates are Quoted) Company A Company B Credit Rating A B Fixed Rate 6% 8% Floating Rate LIBOR+1% LIBOR+1.5% Which company has a relative advantage and in which market? Which company has an absolute advantage and in which market Company A wants to borrow floating. Company B wants to borrow fix. Build a proper SWAP that benefit the two companies.A company can borrow funds at LIBOR minus 50 basis points. There is a swap available where one side pays 7% and the other side pays LIBOR-1%. The company is concerned that interest rates will increase and, thus, wants to change the nature of its liability from paying floating to paying fixed rate. What rate can the company pay on its lability after it engages in the swap?Two companies, Company A and Company B, are looking to enter into an interest rate swap agreement. Company A Company B Fixed rate 5% 6% Floating Rate 3-month LIBOR plus 1% 3-month LIBOR plus 1.5% Suppose that company A requires a floating-rate borrowing and company B requires a fixed- rating borrowing. A financial institution is planning to arrange a swap and requires 20bps spread. If benefits are equally shared both companies, what rate of interest will A and B pay?
- Consider the following money market information being quoted: Which of the following statements is true? Particulars GBP Interest Rate THB Interest Rate Spot Rate 1-year Expected Spot Rate Bid Rate 6.100% 10.550% THB5.6601/GBP THB5.9037/GBP C. Ask Rate 6.125% 10.625% THB5.6622/GBP THB5.9961/GBP a. There is an arbitrage which can only be made by initially borrowing GBP and then investing in THB. b. More than one of the options in this question are correct. The THB is selling at a premium to the GBP in the future. O d. There is an arbitrage which can only be made by initially borrowing THB and then investing in GBP.Counterparty A can borrow from the floating rate market at LIBOR + 0.5% and Counterparty B can borrow from the Eurobond market at 7%. If Counterparty A pays 7.35% into the swap and Counterparty B pays the LIBOR rate plus 0.5% into the swap, then the overall cost to borrow by Counterparty B is: a. 7.85% b. LIBOR + 0.5% С. 7% d. LIBOR + 7.5% е. 7.35%Q2) Suppose the current one-year euro swap rate y0[0, 1] is 1.74%, and the two-yearand three-year swap rates are 2.24% and 2.55% respectively. Euro swap rates are quotedwith annual payments and 30/360 daycount (thus α = 1). A hedge fund(HF) executes the following two trades with a dealer:1(1) The HF pays fixed and receives floating on e100 million notional of a one-year swap atthe forward swap rate.(2) The HF receives fixed and pays floating on e100 million notional of a three-year swapat the forward swap rate.Assume bid-offer costs are negligible.a) After one year, what net cashflow has the dealer paid to (or received from) the HF?b) Suppose after one year, one-year and two-year euro swap rates are unchanged. What isthe current value of the remaining part of the HF trade?c) Suppose after one year, the one-year euro swap rate is unchanged but the two-year euroswap rate is now Y%. What value of Y gives a total zero profit on the trade (at T = 1)?d) Do you like the trades the HF…
- Describe who would use a swap and why? How many different types of swaps are they and why? Describe how a company might benefit from interest rate currency swaps?What are the gains from trade of entering into a swap for these two firms? Company A Company B [A] 3% O [B] 6% [C] LIBOR+3% [D] 0% Fixed Rate Floating Rate 13.0% 16.0% LIBOR+3% LIBOR+6%Assume the following scenario Fixed Float Amount Company A (Wants Fixed) Company B (Wants Float) Company C (Wants Float) 10% 9% 10% 7% 8% 10% $1,000,000 $600,000 $300,000 What is the effective rate of borrowing $1,000,000 for company A after using swaps?
- Company A can borrow money at a fixed rate of 9 percent or a variable rate set at prime plus 1 percent. Company B can borrow money at a variable rate of prime plus 2 percent or a fixed rate of 8.25 percent. Company A prefers a fixed rate and company B prefers a variable rate. 1. Compute the potential gain for the concerned parties through the swap deal.7.18. Companies X and Y have been offered the following rates per annum on a $5 million 10-year investment: Fixed rate Floating rate Company X Company Y 8.0% 8.8% LIBOR LIBOR 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 annum and will appear equally attractive to X and Y.This is part a) question and it's answer in order to answer part b) question Question: You hold a consol that pays a coupon C in perpetuity. The current interest rate is i, and the average expectation in the market is that this will remain unchanged. What will be the price of the consol today? answer : According to the question we need to calculate the current price of the perpetual consol. Perpetual consoles are priced differently because their expected income is spread through an indefinite period. So, perpetual consoles are priced using the current yield. The current yield is calculated as:- coupon amountMarket price×100coupon amountMarket price×100 After calculating the current yield price is calculated by the above formula where, i = Current interest rate y = yield so, the price of this consol will be Price = i/y I please need the solutions for part b) question b) In the next period however, the interest rate changes unexpectedly to i . What is the new price of the bond? If…