What amount of money be deposited now at 4% interest will provide berpetual payment of P 2,000 which will start 20 years from now? Select one:
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- Calculate the expected present value of an annuity payable half-yearly in arrears for a maximum of 30 years to a life now aged 50. The annuity is $10,000 per annum in the first 10 years and will increase to $15,000 per annum afterwards. There is a guarantee for the first 5 years of payments. The interest rate is 6% per annum and the mortality basis is AM92 ultimate. Give your answer to the nearest cent.Johnson Controls spent more than $2.5 millionretrofitting a government complex and installing acomputerized energy-management system for theState of Massachusetts. As a result, the state’s energybill dropped from an average of $6 million a yearto $3.5 million. Moreover, both parties will benefitfrom the 10-year life of the contract. Johnson recovers half the money it saved in reduced utility costs(about $1.2 million a year over 10 years); Massachusetts has more money to spend on other things. Whatis the rate of return realized by Johnson Controls inthis energy-control system?The sole proprietor of the FM2 Financial Services, Bondo, receives allaccounting profits earned by her firm and a K28,000-a-year salary she pays herself. Itis noteworthy that she also has a standing salary offer of K35,000 a year if she agreesto work for Bank of Zambia. If she had invested her capital outside her own company,she estimates that would have made a return of K22,000 a year. Further, informationhas reached you that last year, Bondo’s accounting profit was K50,000. Calculate hereconomic profit?
- True or False 1. A deferred annuity until ? period of ? interest, and A equal payments, can be compensated by paying A times [?/?, ?%, ? + 1] on the ? +1 period. 2. A zero profit implies that this is a breakeven point, and the amount of demand equals the amount of supply.A parent on the day that child is born wishes to determine what lump sum would have to be paid into an account bearing interest of 5% compounded annually, in order to withdraw P20,000 each on the child’s 18th, 19th, 20th, and 21st birthdays? How many equal payments does the problem have? A. 17 B. 4 C. 5 D. 18Suppose schmidt owns some land and is trying to decide when to sell it for a shopping center development. Her goal is to maximize her net worth, the present value of her other income stream plus the value of the land or the value of investment made with the proceeds of selling the land. The land is now worth $100k if sold. Suppose that the value of the land is expeted to increase at a rate that will slowly decrease over time as she waits. A.) Suppose schmidt expects the land to be worth $104k next year. Should she sell it now? Why? B.) If she expects it to be worth $110k in a year, should she sell now, Why? C.) At what next year land value would Schmidt be indifferent between selling and holding a year?
- 1. What is the value today of receiving $2,422.00 per year forever? Assume the first payment is made next year and the discount rate is 12.00%.which is correct option, pls explain in 6-7 sentences15. Given your solutions for Qdx in #13 and #14, compute the percentage change in Qdx due to the change in income from 10,000 pesos to 15,000 pesos. Show the solution. thanks! A. 100% B. 44.44% C. 30.69% D. 15.23% E. None of the above
- Alice has been in a defined-contribution pension scheme since she was 35 and will retire in one year’s time at age 66. Her salary is currently £55,000. Throughout her enrolment in the scheme, she has paid in 8% of salary, and this has been topped up by employer contributions and tax relief worth 4% of salary. She will also qualify for a state pension of £9,000 per year. If, instead, Alice retires (at age 66) by putting her whole pension fund in a drawdown scheme (with annual income at 33% of her pre-retirement gross income), how much income would she have available to spend in her first year of retirement?NO tables, please, only formulas correct answers are: (i) n=12×5=60(months) --> ?0 = £16,775 (ii) L12 = £15,293.38 (iii) a) I13 = 98.4 and C13 = 161.6 --> L13 = L12 − C13 = 15,131.79 b) I14 = 97.36 and C14 = 167.64Assuming the maximum monthly CP retirement benefit payable at age 65 is approximately $1,150 and it of the following individuals have applied to receive a CP retirement benefit beginning this month, whose application will be DECLINED? O a) Nathalie is 61 years old and earns an annual salary of $38,000 from her full-time job. Nathalie wil resign from her position effective the end of this month O b) Justin is 64 years old and works on a part-time basis earning an annual salary of $12,000. Justin intends to continue his part-time employment for the foreseeable future c) Charlotte is 60 years old. On the ist of this month, she retired from the company for whom she worked full-time for 35 years Charlotte was earning an annual salary of $57,000. d) Nguyen is 58 years old. On the 15th of last month, he resigned from his full-time job from which he earned a salary of $85,000. However, his former company desperately needs Nguyen's skills so today. he accepted an offer from them to…