Find the value of Pand F in the cash flow diagram. Use uniform series capital recovery factor & arithmetic gradient factor. i=10.5 per your F=2 to JP = ? $600 $608 $600 $600 1₁ 12 13 ¹4 $7.50 $650 1 +
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- What is the value of an investment of Php 3,500 after 2 years if it earns 1.5% compounded quarterly?Eleanor makes a year-end deposits of Php. 500 the first year, Php. 550 the second year, Php. 605 the third year, and so on, increasing the next year’s deposit by 10% of the deposit in the preceding year until the end of the tenth year. Ronald makes equal year-end deposits of Php. 700 each year for 10 years. If interest on both funds is 12% compounded annually, who will be able to save more at the end of the 10 years?Solve the following and draw the cash flow diagram From the given cash flow diagram, find the future value of the geometric gradient with unknown constant rate f at i = 0.111 compounded annually -rate of increase should be rounded of by 5 decimal places and final answer to 2 decimal places -the value in the graph is 5000 and 9900 Note: Do not use excel
- A person buys a piece of lot for Php 110158 down payment and 10 deferred semi-annual payments of P 5,000 each, starting 5 years from now. What is the present value of the investment if the rate of interest is 13% per year compounded quarterly? Provide cash flow diagram. Round off the interest rate to five decimal places. Round your answer to 2 decimal places.Frasier is 33 years old and just received an inheritance from his parents' estate. He wants to invest an amount of money today such that he can receive $5,000 at the end of every month for 15 years when he retires at age 65. If he can earn 9% compounded annually until age 65 and then 5% compounded annually when the fund is paying out, how much money must he invest today? show solutionRefer to the accompanying cash-flow diagram (see Figure), and solve for the unknown quantity in If F = $10,000, G = $600, and N = 6, then i = ? that makes the equivalent value of cash outflows equal to the equivalent value of the cash inflow, F.
- Jennifer and Rex both receive a dividend from their 401(k) retirement plan every 6 months. The earning rates for this year have been 5% per year, compounded quarterly for Jennifer, and 4.85% per year, compounded monthly for Rex. Rex felt good about this because he knew the monthly compounding on his plan would make his APY higher than Jennifer’s APY. (a) Is Rex correct? Explain your answer. (b) What is the effective rate for each plan on the basis of the payment period?The average growth rate for a certain stock over the last 50 years is reported to be 12% compounded annually. If your grandfather had invested $600 in the stock 50 years ago, what would his investment be worth today?Value of a mixed stream. Neil Tyson has developed a prototype of an armored fabric that is very light, but is capable of stopping projectiles as efficiently as a tradi-tional bullet-proof jacket. A military supplier is considering the technology and has offered to pay Neil £30,000 in years 1, 2, and 3; and £40,000 in years 4 to 6. All payments will be made at the end of each year. Lay out the cash flows involved in the offer on a timeline. If Neil applies a required rate of return of 10% to them, what is the present value of this series of payments? Another company has made an offer of a one-time payment of £275,000 for the fabric. Which offer should Neil accept?
- If I invest 30,556 today and expect a reimbursement every 6 months with a ROR of 0.1 compounded semi-annually for 3 years. How much will I expect to receive every June and December of every year.Determine the present worth of the following cash flows based on an interest rate of 7.43% per year that is being compounded annually. End of Year 0 = Php 5585 End of Year 1 = Php 5561 End of Year 2 = Php 5320 End of Year 3 = Php 5858 End of Year 4 = Php 5436 End of Year 5 = Php 5442Complete solution needed Eleanor makes year-end deposits of P5000 the first year, P5500 the second year, P6050 the third year, and so on, increasing the next year's deposit by 10% of the deposit in the preceding year until the end of the tenth year. Ronald deposits Php9,100 during the first year, Php 8,600 in the second year, and amounts decreasing by Php 500 every year. If interest on both funds is 12% compounded annually, who will be able to save more at the end of the 10 years? Draw the cash flow diagram for both situations.