Using the balance sheet below for a financial institution, and the duration of asset is 3.5 years, the duration of liabilities .5 years. Assets Reserves T-bills Mortgages Liabilities 5 m Money Market Deposits 5 m 50 m 1-year CDs 85 m 40 m Capital 10 m 5 m Commercial Loans What is the Duration Gap of this company? greater than 3 years 3 years O less than 3 years
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- Given the following information, calculate the duration of assets and liabilities. Assets Amount Rate Duration Cash 90 Loans 800 12% 2 years Treasuries 110 9% 8 years Liabilities and Equity Time deposits 500 6% 1.75 years CDs 425 8% 2.50 years Equity 75A bank makes an amortizing loan of $200,000 with a maturity of 8 years and equal payments every year. What is the principal outstanding at the end of year 6 if the interest rate is 6%? A $27,041.78 B $30,384.41 C $59,048.42 D $86,092.20Assume a bank has the following (very simplified) balance sheet. 1)Assets Mortgages Fixed rate, 15 year, annual payments, both the coupon rate and yield-to-maturity are 8% Floating rate, 15 year, rate: LIBOR + 2%, (duration = 0) 2)Liabilities Overnight deposits, rate: 0.6%, (duration = 0) 2 year CD, rate: 2%, assume it is a zero coupon 3 year CD, rate: 4%, assume it is a zero coupon 3) Assignment: Calculate weights which will immunize the portfolio. Note this is a set of weights, there is not one unique solution. You don't have to calculate the full set, just some set of weights which immunizes the portfolio. Now say you can only invest 50% of your assets in floating rate mortgages. What is the minimum amount of interest rate risk you can have? What will happen to the value of your portfolio if interest rates increase by 1%?
- Subject:- financeWhat is the correct option? ? General Accounting questionA company would like to have $400,000 in 6 years. How much should be invested semiannually into an account paying 3.6% compounded semiannually? 7. Identify the type of problem. a. Present Value with compound interest b. Future Value of an Annuity c. Present Value of an Annuity d. Amortization e. Sinking Fund 8. Answer the question in the problem. a. $30,681.38 b. $29,754.02. c. $34,245.54 d. $30,160.79 c. $28,541.46
- You have taken out a $7,500,000 loan with a 4% interest rate, 30 year amortization and ten year term. What is the loan balance after the final loan payment? a. $0 b. $7,390,303 c. Cannot determine with information provided d. $5,908,797Eagle Bank has the following interest-sensitive assets and interest-sensitive liabilities. Amount maturing in Amount maturing in 30 days (million) 570 330 116 Interest-sensitive assets Loans Securities 30 days (million) 810 63 Interest rate on interest-sensitive assets is 5% Interest rate on interest-sensitive liabilities is 3% Interest-sensitive liabilities Savings deposits Time deposits Money market The interest rate is expected to rise 1% (for both interest-sensitive assets and liabilities) 30 days later. Will Eagle Bank benefit from the interest rate rise? Explain your answer. Show your calculations.Answer? ? Financial accounting question
- Problem 4. Consider the following balance sheet for Watchover Savings Incorporated (in millions): Assets Liabilities and Equity Floating-rate mortgages (currently 12% per annum) Now deposits (currently 8% per $ 82 annum) $ 116 30-year fixed-rate loans (currently 9% per annum) 5-year time deposits (currently 8% per 101 annum) 29 Equity 38 $ 183 Total $ 183 Total a. What is Watchover's expected net interest income at year-end? b. What will be the net interest income at year-end if interest rates rise by 3 percent? c. Using the one-year cumulative repricing gap model, what is the change in the expected net interest income for a 3 percent increase in interest rates?Can you help me to find the full repayment for this question, please?The principal represents an amount of money deposited in a savings account subject to compound interest at the given rate. A. Find how much money there will be in the account after the given number of years. B. Find the interest earned. Click the icon to view some finance formulas. A. The amount of money in the account after 2 years is $. (Round to the nearest hundredth as needed.) B. The amount of interest earned is $. (Round to the nearest hundredth as needed.) Principal $2000 Rate 5% 7 Compounded annually Time 2 years