If you invest $2,000 today, withdraw $1,000 in 3 years, deposit $3,000 in 5 years, deposit $1,500 in 8 years, and withdraw the entire sum 3 years after the final deposit, how much will you withdraw? Intere is 7 percent. $
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- Investments Jack invests $1000 at a certain annual interest rate, and he invests another $2000 at an annual rate that is one-half percent higher. If he receives a total of $190 interest in I year, at what rate is the $1000 invested?Calculate the annual payouts C to be given for 15 years with an interest rate of 8% on an annuity with a present of value of $150,000. Round your answer to the nearest cent. Do not include the dollar sign in your answer.Jon’s grandfather was planning to give him $11,000 in 14 years. Jon has convinced him to pay him $7,000 now, instead. If Jon invests this $7,000 at 6.5% compounded continuously how much money will he have in 14 years? a) What type of problem is this? Select an answer Future Value -Simple Interest Future Value - Compound Interest Future Value - Continuously Compounded Future Value - Ordinary Annuity Future Value - Annuity Due Present Value - Ordinary Annuity Present Value - Annuity Due b) How much will he have? (round to the nearest cent) $
- Here are two ways of investing $50,000 for 20 years. Lump-Sum Deposit Rate Time $50,000 5% compounded annually 20 years Periodic Deposit Rate Time $2500 at the end of each year 5% compounded annually 20 years Use this information and the formulas A=P(1+r)t and A=P(1+r)t−1r to complete parts a. and b. below. Question content area bottom Part 1 a. After 20 years, how much more will you have from the lump-sum investment than from the annuity? You will have approximately $enter your response here more from the lump-sum investment than from the annuity. (Round to the nearest dollar as needed.)With total yearly payments of $10,000 for 10 years, compare the compound amount accumu- lated at the end of the 10 years if the payments are (1) at the end of the year, (2) weekly, and (3) continuous. The effective (annual) interest rate is 8 percent, and the payments are uniform. Also determine the present worth at time zero for each of the three types of payments. (correction: nominal interest rate is 8%)A payment of $870 scheduled to be paid today and a second payment of $1,160 to be paid in nine months from today are to be replaced by a single equivalent payment. What total payment made today would place the payee in the same financial position as the scheduled payments if money can earn 4.25%? (Do not round intermediate calculations and round your final answer to 2 decimal places.) Equivalent payment $4 5. of 7 Next >
- Suppose you make 30 annual investments in a fund that pays 7% compounded annually. If your first deposit is $6,000 and each successive deposit is 7% greater than the preceding deposit, how much will be in the fund immediately after the 30th deposit? F=$ Round your answer to the nearest dollar. The tolerance is ± 5.X Your answer is incorrect. A total of $55,000 is borrowed and repaid with 60 monthly payments, with the first payment occurring 1 month after receipt of the $55,000. The stated interest rate is 5% compounded monthly. What monthly payment should be made? $ 1042.27 Round entry to the nearest dollar. Tolerance is ±4.Consider a student loan of $12,500 at a fixed APR of 9% for 30 years. a. Calculate the monthly payment. b. Determine the total amount paid over the term of the loan. c. Of the total amount paid, what percentage is paid toward the principal and what percentage is paid for interest. a. The monthly payment is $ (Do not round until the final answer. Then round to the nearest cent as needed.)
- June has a small house, on a small street, in a small town. If she sells the house now, she will likely get $110, 000 for it. If she waits one year, she will probably receive more- say, $120,000. If she sells the house now, she can invest the money in a 1-year guaranteed growth bond that pays 8% annual interest, compounded monthly. What are the 2 options worth, and which should she choose?3. Some time ago, you put £500 into abank account for a"rainy day." Since then, the bank has been paying you 1 percent per month, compounded monthly. Today, you checked the balance, and found it to be £708.31. Howlong ago did you deposit the £500?A loan of $50,000 at 8 percent compounded annually is to be paid off in 25 years by uniform annual payments beginning at the end of the first year. These annual payments proceed on schedule until the end of the eighth year, when the borrower is unable to pay and misses the payment. He negotiafes with the lender to increase the remaining! 17 pay, ments in such a way that the fender continues to receive 8 percent. What is the amount of the original and the final payments in the series? Ans:: Final payments, $5197.44.)