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- Find D and E As part of your retirement plan, you have decided to deposit $6,000 at the beginning of each year into an account paying 4% interest compounded annually. (Round your answers to the nearest cent.) (a) 74918.11 How much (in $) would the account be worth after 10 years? $ (b)185815.21 How much (in $) would the account be worth after 20 years? $ (c)349970.01156 When you retire in 30 years, what will be the total worth (in $) of the account? $ (d) If you found a bank that paid 6% interest compounded annually rather than 4%, how much (in $) would you have in the account after 30 years? $ (e) Use the future value of an annuity due formula to calculate how much (in $) you would have in the account after 30 years if the bank in part (d) switched from annual compounding to monthly compounding and you deposited $500 at the beginning of each month instead of $6,000 at the beginning of each year. $4) You collect rent from your tenant at the beginning of each month. Rent is $1250 in the first year, and then rent for each subsequent year is 2% larger than the previous year's rent. If you invest each month's rent (immediately after you get rent) into an account earning 4% effective annual interest then find the accumulated value after 30 years.How much money must be deposited in a savings account each month to reach a goal of having $10,000 after 5 years, if the bank pays 6% compounded quarterly? ans($ to the nearest dollar)
- 7. Sarah borrows some money to buy a new car. The car dealership allows her to defer payments for 12 months, and Sarah makes 60 end of month payments thereafter. If the original loan is $15321 and interest is 0.75% per month, how much will Sarah's monthly payment be? • $697 $627 $349 $279 $418A car was bought on an installment basis with a monthly installment of 30,000 for 60 months. If the rate is 12% compounded annually, calculate the cash price of the car. a.) 1,396,19 b.) 1,693,619 c.) 1,379,916 d.) 1,367,634 Show solution pleasr for 5 star ratingallie has won a lottery that pays her $135,000 at the end of this year and increases by 11.25% per year thereafter for 26 years. leon has offered allie $ 2,500,000 today in exchange for all the money she will receive. if gail can get 13% per year compounded every 6 months. a. determine the present worth of the lottery winnings. b. does leon offer a good deal? (yes/no) c. what is the future worth of the better deal?
- What amount invested in a savings account that pays 8% interest annually is ?worth $215,892.50 after 1O yearsThe payment for a certain loan was arranged such that Dino will pay $5,500 every month for the first 7 months; no payments for the next 5 months; then the monthly payments of $5,500 will continue for another 18 months. If the settlement rate is 1.5% compounded monthly, then the amount of the payments at the end of the term is Blank 1. Blank 1 Add your answerShow the steps of your calculation O For example, question: a person deposits $500 to bank now, if the annual interest rate is 8%, what will be the worth of this deposit after 3 years? You need to write down F = P (F/P, i, n) – 500 (F/P, 8%, 3) mem
- 7 of 7 New 2021 Ram 1500 Lone Star Get Ö%! 09 APR for 72 months You decide to buy a truck. They offer a $3500 rebate off the purchase price OR 0% for 72 months. The truck you want costs $50,000. Take the rebate off the purchase price at the time of purchase (PW). 10. You choose (The Rebate with a 4% per year interest loan, the 0% loan with no rebate) 11. You made that choice because the cost per month between the 4% loan with rebate vs. the 0% isWith cashflow diagram. An individual makes six annual deposits in a savings account starting one year from now that pays interest at a rate of 10% compounded annually and after the last deposit the interest rate changed to 12% per year compounded annually. Ten years after his last deposit he made a withdrawal $7,000 per year for 8 years from his account. How much would be the six annual deposits? a) 1451 b)1625 c)1738 d)1911Jane Doe plans to make twelve end-of-month payments of $17,000each on a short term investment account. The account earns a monthly interest rate of 3%. a. What is the present worth (i.e.,P0) of these payments? b. Repeat Part (a) but assuming that they are beginning-of-month payments.
