Solve: 1. A/G, 15%, 9 2. 4. P= ?, rate of increase = 2%, i=10%, n=20 P/G, 10%, 7 3. F/G, 7.2%, 10 5. F/G, 10% compounded semi-annually, n=5 years Note: Payment every month Do not round in between solution. Final answer round in two decimal places.
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- A person buys a piece of lot for P 100,000 down payment and 10 deferred semi-annual payments of P 8,000 each, starting three years from now. What is the present value of the investmentif the rate of interest is 12% compounded semi-annually? A. P 142,999.08 B. P 143,104.89 C. P 142,189.67 D. P 143,999.08Pls solve for the ordinary annuity of the following: Find the amount of payment to be Joe needs to make into a sinking fund every quarter to accumulate $62,000 after 6 years: Knowing that money earns 8 % compounded quarterly. Ans: $2,038.01 Find the amount of payment to be made into a sinking fund to accumulate $75,000 for 4 and half year: money earns 6% compounded semiannually. Ans: $7,382.54 What is the present value of an annuity of $2,000 per year, with the first cash flow received three years from today and the last one received 8 years from today? Use a discount rate of eight percent.Ans: $ 7,926.75! Pls answer all ! bartleby = 3 max questions 1. Compute the interest for an amount of P200,000 for a period of 8 years if was made at 16%compounded every 2 months? 2. Which has the least effective rate of interesta. 11% compounded monthlyb. 11.2 % compounded quarterly 3. Find the nominal rate of 22% compounded every 3 months.
- True or False 1. The future worth of a perpetuity from one (1) to n years is undefined because as n approaches infinity, the valuebecomes 0. 2. Perpetuity is derived from the fact that the number of compounding periods approaches to infinity while the nominal interest rate approaches to 0. This then lumps the expression into e.ASAP please. Use up to 6 decimal places during solving for the answer. Write all numerical final answers round off up to TWO (2) decimal places. 2. How much should I expect a lump sum from a deal at the end of 3 years if I start investing today at an amount of 9,235 every 3 months with a ROR of 0.13 compounded quarterly?Please provide detailed solutions to the problem, thank you in advance James deposited $150 at the beginning of each month for two years into his savings account. For the next four years he did not make any more deposits, leaving the money in the account. The bank charges 4% interest compounded monthly. What will the balance be after 12 years? (Hint: first step is to find balance [FV] after 2 years, which will become the Present Value using the FV formula for compound interest since PMT=0 for the last 4 years)Answer: $4,404.70
- How long will it take money to triple in an account if it pays interest expressed as 8% nominal annual compounded continuously? (a) 13.73 years (b) 14.27 years (c) Your money will never triple. (d) None of the aboveSuppose P100, 000 is deposited in an account that earns 8% compound interest that is compounded semi-annually. In how many years will the initial investment triple? a.13.01 years b.14.01 years c.14 years d.13 years As advised by your financial adviser, you started to save P15,000 and deposited it every in the beginning of each month in a bank with 6% interest compounded annually, How much is the total amount after 8 years? (Hint: Future Value of General Annuity Due) a. 4,935,561.09 b. 3,495,561.09 c. 5,493,561.09 d. 9,435,561.09A father is saving money 5 years before his son will be going to college. Upon opening he deposited 7,000Pesos to an account that has 4% interest compounded annually. After a year he deposited 11,000Pesos, then on the second and third year he puts 13,000Pesos and 4,000Pesos respectively. If after 5 years they withdrew the account how much would they receive? * 40,335 Pesos 34,333 Pesos 30,333 Pesos 45,345 Pesos
- Mr. Smith invested $2,500 in a savings account that earns 3% interest compounded annually. He made no additional deposits or withdrawals. Which expression can be used to determine the number of dollars in this account at the end of 4 years? 2500(1+0.03)^(4),2500(1+0.04)^(3) 2500(1+0.3)^(4),2500(1+0.4)^(3).1. A man who won P300,000 in a lottery decided to place 50% of his winning in a thrust fund for the college education of his son. If the money will earn 14% per year compounded quarterly, how much will the man have at the end of 10 years when his son will be starting his college education? With complete solutionSuppose that on September 30, 2021, a person opened an investment account with an initial deposit of $20,000. The account guarantees to pay interest at a nominal annual rate of 6%, compounded monthly. The person plans to deposit $3,000 into the account at the end of each and every month starting on October 31, 2021 and ending on March 31, 2024 (a total of 30 additional deposits). (a) How much money will be in the account after the 30th additional deposit is made? (b) What is the total amount of interest that will be earned over the 30-month planning horizon? (c) What is the effective annual interest rate that will be earned? Express your answer to the nearest tenth of a percent, i.e., in the form xx.x%.