Solve it using formulas, no tables correct answers are: ii) on 01/07/2019 --> -£17,250 On 01/01/2020 --> £355.33 On 01/07/2020 --> £371.64 On 01/01/2021 --> £380.99 On 01/07/2021 --> 397.08+ 19,765.98 = £20,163.06 iii) using annual t.u. NPV(i%) = 0 --> starting value i'= 11% pa --> NPV(11%)= 112.6585 and NPV(12%)=-187.1173 therefore i≈ 11.3758≈ 11.4% pa An investor, who is liable to income tax at a rate of 25%, purchases on 1st July 2019 £15,000 nominal of an index-linked bond at the issue price of £115 per £100 nominal. The bond is redeemable at 112% in exactly two years' time and pays half-yearly coupons in arrears at a rate of 6% per annum. Coupons and redemption proceeds are indexed by reference to the retail price index with a 6-months lag. The value of the retail price index over the given two- year period was as follows: (i) (ii) Month/Year 2019 2020 2021 January 155.2 170.9 182.6 July 163.4 175.2 187.5 Explain briefly why it is necessary in practice to index payments under an index-linked bond using a time lag. Calculate all the investor's cash flows from the bond and state the date when each occurred. (iii) Based on the cash flows determined in part (ii), calculate to the nearest 0.1% the annual net redemption yield achieved by the investor on this investment.

A4 Please solve branch B by hand on a piece of paper, please

Solve the following exercise by using the present value formula. Do not round intermediate calculations. Round your answers to the nearest cent. Compound Amount Term ofInvestment NominalRate (%) InterestCompounded PresentValue CompoundInterest $13,000 7 years 8.5 semiannually $ $

FINAL EXAM. Fa 2023 0 4 in ach of the following cases, calculate the accounting break-even and the cash break- even ports Ignore any tax effects in calculating the cash break even (Do not round intermediate calculations and round your answers to 2 decimal places g. 32.16) CHE 22 Case 7 Unt Price $2000 44 Unt Variable Cell $1640 39 3 Accounting break even Foed Costs $7,200,000 $2.000.000 Depreciation 275.000 5.800 182.000 1100 Cash break even

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Solve for the unknown interest rate in each of the following: (Do not round intermediate calculations and enter your answers as a percent rounded to 2 decimal places, e.g., 32.16.) Present Value $ 290 410 44,000 43,261 Years 3 18 20 Interest Rate % % % % Future Value $ 345 1,253 209,290 388,485

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