Assets Amount Rate Duration Cash $75 million Loans $750 million $175 million 12 percent 9 percent 1.75 years 7.00 years Treasuries Liabilities and Equity Time Deposits $350 million 7 percent 8 percent 1.75 years 2.50 years CDs $575 million Equity S75 million Calculate the duration of the liabilities to four decimal places. O 1.75 years. 2.22 years. 2.125 years. 2.50 years. O 2.05 years.
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- A6) Finance A financial instrument provides three future cash flows: $1,710.00 at the end of 3 years $1,051.74 at the end of 8 years $2,105.93 at the end of 14 years Calculate the duration (D) of the financial instrument at a yield of 6% pa compounded yearly. Give your answer in years to 2 decimal places. D = years1i. A sum of £100 is invested in a savings account at the end of each quarter for seven years. Interest earned is 8% per annum compounded quarterly. Compute the future value of this investment. ii. £50 was deposited in a savings account at the end of each quarter at 7% interest per annum compounded quarterly. After n years, this investment had attained a value of £1475.55. Evaluate n.Assume a bank has the following balance sheet. Determine the 2-year GAP. AssetAmount LiabilityAmountCash$100 90-day CDs$1006-month Gbonds$400 360-day CDs$200 2-yearcommercialloans$400 Time Deposits 2- year $900 5-year fixedrate loans$500 Stockholder’s equity$200 Total$1,400 Total$1,400 GAP = (RSA2 yr – RSL2 yr) 0 -$100 -$200 -$300 -$800
- Need an accurate answer on this! Sprint Inc. expects the following: UCFBT=$ 10 million in perpetuity from the end of year 1. Debt= $ 20 million. Rb =5% Tax rate is 50% R0 =10% Debt is fully amortized over 3 years in three equal payments. Find the value of Sprints’ equity today. Question content area bottom Part 1 Sprints Equity today is $ million. (Round to two decimals) Use 99 if the answer is indeterminateGiven Discount rate 14% Year 5 multiple 5.00 Debt $ 2,100,000 Year Cash flows 1 $ 1,100,000 2 1,149,500 3 1,201,228 4 1,255,283 5 1,311,770 Solution a. Enterprise Value b. Equity ValuePrincipal 25,000 Rate 8.5% Time Years Interest 6375 How many years?
- Calculate the future worth of 20 annual $4,000 deposits in a savings accountthat earns 8% compounded monthly. Assume all deposits are made at thebeginning of each year.(a) $196,010(b) $J88,196(c) $190,162(cl) $199.279(Compound interest) To what amount will the following investments accumulate? a. $5,000 invested for 10 years at 10 percent compounded annually b. $8,000 invested for 7 years at 8 percent compounded annually c. $775 invested for 12 years at 12 percent compounded annually d. $21,000 invested for 5 years at 5 percent compounded annuallyM1). Each of the following people below has invested the following amounts today and will keep the money invested for the next ten years. Determine the amount the investment will accumulate over the ten (10) year period. Investment amount today Interest rate Compounding A $10,000 8.0% Quarterly B 10,000 6.2% Semiannually C 11,000 6.0% Monthly D 11,000 7.0% Annually 1. $__________ Determine the accumulated investment amount for A’s investment for the 10-year period (round to nearest dollar)? 2. $___________ Determine the accumulated investment amount for B for the 10-year period (round to nearest dollar)? 3. $__________ Determine the accumulated investment amount for C for the 10-year period (round to nearest dollar)? 4. $__________Determine the accumulated investment amount for D for the 10-year period (round to nearest dollar)?
- 6. Determine the present values if OMR5,000 is received in the future (i.e., at the end of each indicated time period) in each of the following situations: a. 5 percent for ten years b. 7 percent for seven years c. 9 percent for four yearsY8 Savings Calculator Initial Savings Balance $ 19,000.00 Deposit Amount Per Period $ 360.00 Deposit Interval Monthly Number of Deposits 12 Annual Rate of Return 3.250% Ending Balance $0.00 January 31, 2022 February 28, 2022 March 31, 2022 April 30, 2022 May 31, 2022 June 30, 2022 July 31, 2022 August 31, 2022 September 30, 2022 October 31, 2022 November 30, 2022 December 31, 2022S=50,000(1+0.07)^(t). In how many years will the investment grow to $128,926.71