Alpha and Beta Companies can borrow for a five-year term at the following rates: Moody's credit rating Fixed-rate borrowing cost Floating-rate borrowing cost Alpha Aa % 10.8% LIBOR Beta Baa 12.6% LIBOR + 1% Assuming more realistically that a swap bank is involved as an intermediary. Assume the swap bank is quoting five-year dollar interest rate swaps at 11.3-11.1 percent against LIBOR flat. Calculate the quality spread differential (QSD). (Enter your answers as a percent rounded to 1 decimal places.) Quality spread differential

Alpha and Beta Companies can borrow for a five-year term at the following rates: Moody's credit rating Fixed-rate borrowing cost Floating-rate borrowing cost Alpha Aa % 10.8% LIBOR Beta Baa 12.6% LIBOR + 1% Assuming more realistically that a swap bank is involved as an intermediary. Assume the swap bank is quoting five-year dollar interest rate swaps at 11.3-11.1 percent against LIBOR flat. Calculate the quality spread differential (QSD). (Enter your answers as a percent rounded to 1 decimal places.) Quality spread differential

Intermediate Financial Management (MindTap Course List)

13th Edition

ISBN:9781337395083

Author:Eugene F. Brigham, Phillip R. Daves

Publisher:Eugene F. Brigham, Phillip R. Daves

Chapter24: Enterprise Risk Management

Section: Chapter Questions

Problem 4P

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Alpha and Beta Companies can borrow for a five-year term at the following rates: Moody's credit rating Fixed-rate borrowing cost Floating-rate borrowing cost Alpha Beta Aa 11.9% SOFR +0.72% Baa 14.8% SOFR +1.72% Assuming more realistically that a swap bank is involved as an intermediary. Assume the swap bank is quoting five-year dollar interest rate swaps at 13.5-12.2 percent against SOFR + 0.72 percent. Compute the rates Alpha and Beta should pay to the swap bank in this swap, and calculate the all-in-cost of borrowing for Alpha and Beta and the earnings for the swap bank. Required: a. Calculate the quality spread differential (QSD). b-1. Develop an interest rate swap in which both Alpha and Beta have an equal cost savings in their borrowing costs. Assume Alpha desires floating-rate debt and Beta desires fixed-rate debt. Compute the rates Alpha and Beta should pay to the swap bank in this swap. b-2. Calculate the all-in-cost of borrowing for Alpha and Beta and the earnings for the…
Alpha and Beta Companies can borrow for a five - year term at the following rates: Alpha Beta Moody's credit rating Aa Baa Fixed - rate borrowing cost 10.3% 12.5% Floating - rate borrowing cost LIBOR LIBOR + 1.1% If there is a swap bank involved and earns 20% of the swap's total benefit. Alpha wants to borrow through floating debts and desires 70% of the total benefit from the swap, and Beta takes the rest of the swap benefit. What is the all-in-cost for Beta through the swap? (if your answer is 10.1%, just enter "10.1").
Answer a) and b) Problem 3: Interest Swap Companies A and B have been offered the following rates per annum on a $50 million five-year loan: Company A Company B Floating LIBOR +0.7% LIBOR +1.0% Fixed 6.0% 7.5% Company A requires a floating-rate loan and company B requires a fixed-rate loan. a) Design a swap that will net a bank, acting as an intermediary, 30 basis points (0.3%) per annum and that is equally attractive to the two companies. Illustrate the swap with a diagram. b) Determine the effective financing costs for A and B.
Companies A and B are able to receive the following rates per annum on a $10 million, 5-year investment, as a function of whether the investment returns a fixed or floating rate of interest: Fixed rate Floating rate Company A 5.0 Company B | 5.6 SOFR+20 basis points SOFR Company A requires a fixed-rate investment and company B requires a floating-rate invest- ment. Design a swap that will net a bank, acting as an intermediary, 30 basis points and will appear equally attractive to each company.
Borrower Inc. is currently estimating the value of its bonded indebtedness with the following information: Real risk-free rate is currently estimated at 4.25% • The expected inflation premium is at 1.75% Considering the current creditworthiness of Borrower Inc., it's credit spread is estimated at: o 2.0% for 3-year maturity instruments o 3.0% for 4-year maturity instruments o 4.0% for 5-year maturity instruments Borrower Inc. have the following issued bonded indebtedness: Bond A carries a 5-year tenor with a face value of Php500,000 issued 2 years ago carrying a coupon of 8.0% per annum. Bond B carries a 5-year tenor with a face value of Php600,000 issued a year ago carrying a coupon of 10.0% per annum. Bond C carries a 8-year tenor with a face value of Php400,000 issued 3 years ago carrying a coupon of 11.5% per annum. What is the value of Bond A? Clue - correct answer should have a string of number "00" appearing in sequence in any unit until two decimal points.
A Credit Default Swap is structured like the one below for a protection of $100 million. If payments are made annually, what are the cash flows from A to B if there is a default after 2 years and 2 months and recovery rate is 40%? And what are the cash flows from B to A? 70 bps per year Default Default Protection Protection Buyer, A Seller, B Payoff if there is a default by reference entity=100(1-R)
Compare the required credit risk capital under Basel I and Basel Il for the following set of arrangements. (a) A 2 year interest rate swap with a principal of $100 million traded with an AA rated company, currently worth 2.5 million (b) $30 million 3 year Treasury bond with a BBB rated OECD sovereign (c) $20 million claims secured by residential mortgages (d) A six month corporate loan of $ 25million to an A+ rated company
(Motivation for Interest rate swap) National Bank has a $200b Adjustable Rate Mortgage (ARM) as a liability on its balance sheet. The interest rate on the ARM is 2.34%+Libor. As a result, the bank will have to pay floating interest. The bank is considering hedging the risk in the interest payment to the ARM with a three-year interest rate swap. What will be the Bank's net interest rate of payment if it chooses the right swap? Answer: ____________%. Euro-€ Swiss franc U. S. dollar Japanese yen Years Bid Ask Bid Ask Bid Ask Bid Ask 2 3.08 3.12 1.68 1.76 5.43 5.46 0.45 0.49 3 3.25 3.29 2.41 2.68 5.78 6.02 0.56 0.59
(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 financial institution uses a loan base rate of 4.35% and sets the credit risk premium at 6.68%. The institution charges a 1.5% loan origination fee and imposes 3.22 % compensating balances. The required reserves for this institution are 10%. Additionally suppose your institution specifies the following linear probability model to estimate the probability of default: PD = Bo - Bi Wealth-B2Credit Score + B3 Number of Bankruptcics Bo = 10, 109.5 %3D B1 = 0.10 %3D B2 = 0.20 %3D B3 = 0.60 %3D Use the information above to answer the question. What is the gross rate of return on the loan? O 9.31% O 11.03% O 12.53% O 12.90%
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?
A bank has issued a six-month, $1.0 million negotiable CD with a 0.53 percent quoted annual interest rate (iCD, sp). a. Calculate the bond equivalent yield and the EAR on the CD. b. How much will the negotiable CD holder receive at maturity? c. Immediately after the CD is issued, the secondary market price on the $1 million CD falls to $998,900. Calculate the new secondary market quoted yield, the bond equivalent yield, and the EAR on the $1.0 million face value CD. Required A: Bond Equivalent Yield ___ EAR____ (Use 365 days in a year. Do not round intermediate calculations. Round your answers to 3 decimal places.) Required B: CD Holder will receive at maturity_____(Do not round intermediate calculations. Round your answer to nearest whole number.) Required C: Bond Equivalent Yield____ Secondary Market Quoted Yield______ EAR_____ (Use 365 days in a year. Do not round intermediate calculations. Round your answers to 4 decimal places.