Consider an FI with the following off-balance-sheet items: A two-year loan commitment with a face value of $120 million, a standby letter of credit with a face value of $20 million and trade-related letters of credit with a face value of $70 million. All counterparties have a credit rating of BBB. Assuming a required capital ratio of 8%, what is the capital amount the FI needs to hold against these exposures? ANSWER MUST BE 7.52 million

Consider an FI with the following off-balance-sheet items: A two-year loan commitment with a face value of $120 million, a standby letter of credit with a face value of $20 million and trade-related letters of credit with a face value of $70 million. All counterparties have a credit rating of BBB. Assuming a required capital ratio of 8%, what is the capital amount the FI needs to hold against these exposures? ANSWER MUST BE 7.52 million

International Financial Management

14th Edition

ISBN:9780357130698

Author:Madura

Publisher:Madura

Chapter18: Long-term Debt Financing

Section: Chapter Questions

Problem 2BIC

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Consider an FI with the following off-balance-sheet items: A two-year loan commitment with a face value of $120 million, a standby letter of credit with a face value of $20 million and trade-related letters of credit with a face value of $70 million. All counterparties have a credit rating of BBB. What is the total capital amount the FI needs to hold against these exposures? (Assume data obtained from 2020 FI records) Select one: A. $5.04 million B. $9.87 million C. $8.4 million D. $7.52 million
Suppose that the assets of a bank consist of $200 million of retail loans (not mortgages). The PD is 1% and the LGD is 70%. What is the risk-weighted assets under the Basel II IRB approach? What are the Tier 1 and Tier 2 capital requirements?
Assume you have the following asset and liability in your Balance Sheet: Asset - Bond A Modified Duration = 2.6 years Value = RM1.5 million Liability - Bond B Modified Duration = 3.1 years Value = RM1.0 million a. Calculate the duration gap. b. What is the expected change in Net Worth if interest increases by 1%? c. What should or could you to achieve immunised balance sheet? Note: Please show all workings.
(b) Suppose that you took out PTPTN loans totalling RM24000 with interest of 1% per year. You have an online payment plan which deducts savings from your bank account at a rate of RM100 per month. (Hint: Assume that the rate is evaluated based on the current balance of the loan.) (1) Write the initial value problem for the situation above. State all variables and the quantities they represent.
Suppose that the assets of a bank consist of $100 million of loans of BBB-rated corporations. The PD for the corporations is estimated as 1%. The average maturity is five years and the LGD is 60%. What is the total risk-weighted assets for credit risk under the Basel II advanced IRB approach? Question 5Answer a. $178.1 million b. $13.2 million c. $165.4 million d. $100 million
) Prince Edward Bank considers increasing a type of loans in the credit portfolio by $3,500,000,which will generate a gross income of 2.5%p.a. The bank assumes PD is 10% and estimates LGDis 20% and EAD as 80%. The net income, which is gross income minus Expected Loss (i.e. EL),will be used in the RAROC analysis. When doing so, the Bank refers to the net income andunexpected loss (i.e. UL) as the capital-as-risk estimation.Required:If the ROE of Prince Edward Bank is targeted at 25%, analyze whether the loans could be addedto the portfolio by RARoC analysis
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%
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=80-8₁ Wealth - B₂Credit Score + B3 Number of Bankruptcies Bo= 10, 109.5 8₁0.10 B₂ = 0.20 B3 = 0.60 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% 12.90%
An investment bank can borrow or lend at LIBOR. Suppose that the 6-month rate is 5% and the 12-month rate is 8%. The rate that can be locked in for the period between 6 months and 12 months using an FRA is 7%. What arbitrage opportunities are open to the bank? All rates are continuously compounded.
Suppose that a bank does the following: a. Sets a loan rate on a prospective loan with BR = 4.23% and ϕ = 3.16%. b. Charges a 0.33 percent loan origination fee to the borrower. c. Imposes a 9 percent compensating balance requirement to be held as noninterest-bearing demand deposits. d. Holds reserve requirements of 8 percent imposed by the Federal Reserve on the bank’s demand deposits. Calculate the bank’s ROA on this loan.
Consider a loan repayment plan described by the following initial value problem, where the amount borrowed is B(0) = $40,000, the monthly payments are $600, and B(t) is the unpaid balance of the loan. Use the initial value problem to answer parts a through c. B' (+) =0.03B - 600, B(0) = 40,000 a) Find the solution of the initial value problem and explain why B is an increasing solution. B(t) = Why is B an increasing function? O A. The function is increasing because it is an exponential function with a positive coefficient and a negative exponent. O B. The function is increasing because it is an exponential function with a positive coefficient and a positive exponent. O C. The function is increasing because it is an exponential function with a positive exponent. O D. The function is increasing because it is an exponential function with a positive coefficient. b) What is the most that you can borrow under the terms of this loan without going further into debt each month? The…
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.