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- Jeni has decided that she needs to start saving for her retirement. She can afford $100 a month deducted automatically from her paycheck. She deposits it into an account that earns 4.5% interest compounded monthly. How much will she have in her account when she retires 42 years later? A. $ 14,922.70 B.$ 50,400.00 C. $132,213.00 D. $149,226.96Jane wants to retire with $2,000,000 in her retirement account exactly 35 years from today. If she thinks she can earn an interest rate of 10. percent compounded monthly, how much must she deposit each month to fund her retirement? $432.83 O $493,32 O $526.78 $582.32How much money does Suzie need to have in her retirement savings account today if she wishes to withdraw $25 000 at the end of each year for 30 years? She expects to earn an average rate of return of 6%. $324 642.24 $331 288.67 $333 333.33 $344 120.78
- Destiny invests $20,000 today into a retirement account. She expects to earn 7 percent, compounded annually, on her money for the next 30 years. After that, she wants to be more conservative, so only expects to earn 4 percent, compounded annually. How much money will she have in her account when she retires 40 years from now, assuming this is the only deposit he makes into the account? O $225,359.94 O $152.245.10 O $377,605.04 $299,489.16 O None of the answers is correctEmily is trying to decide between investing $1,000 or $1,500 at the beginning of each year for the next 40 years into a retirement account yielding 10.78%. After 40 years, how much extra money will Emily have in her IRA if she invests $1,500 annually instead of $1,000 annually? $4,016,726.94 B) $4,052,810.53 $273,849.26 $30,020.95Laura has decided that she wants to build enough retirement wealth that, if invested at 6.50% per year (compounded monthly), will provide her with $3,500 of monthly income for 25 years. To date,she has saved nothing, but she still has 30 years until she retires. How much money does Laura need to contribute per month to reach her goal? $468.60 $536.90 $415.65 $573.10 $390.86
- A couple plans to retire in 25 years. At that time, they would like to have enough money in an account so that they can receive a $3,600 every month end for 20 years. The account earns APR 5.8% and will continue to do so until there is a zero balance in the account. To achieve this goal, how much money does the couple need to have in this account by the time they retire? (calculate to cents.)How much should Bianca's dad invest into a savings account today, to be able to pay for Bianca's rent for the next two years if rent is $850 payable at the beginning of each month? The savings account earns 2.50% compounded monthly Courtney set up a savings fund for his son's education so that he would be able to withdraw $1,600 at the beginning of every month for the next 4 years. The fund earns 4.89% compounded quarterly. a. What amount should he deposit today to allow for the $1,600 periodic withdrawals? $57,837.41 $69,654.42 $69,937.11 $58,544.47 b. How much interest would he earn in this investment? $69,937.11 $6,862.89 $76,800.00 $7,145.58A family is saving for their child's education. They want to have $80,000 eighteen years from now . a.) How much do they need to deposit each month into an account earning 7.2% interest compounded monthly? b.) What is the interest earned on the account?
- How much money does Suzie need to have in her retirement savings account today if she wishes to withdraw $25,000 a year for 3 years? She expects to earn an average rate of return of 13 percent. A. $59,028.81 OB. $65,419.81 OC. $71,533.33 OD. $85,160.98 E. $87,391.34New parents wish to save for their newborn's education and wish to have $47,000 at the end of 19 years. How much should the parents place at the end of each year into a savings account that earns an annual rate of 4.3% compounded annually? (Round your answers to two decimal places.)$ How much interest would they earn over the life of the account?$After retiring, Rosetta wants to be able to withdraw $4,000.00 every month from her account for 26 years. Her account earns 6% interest compounded monthly.How much does Rosetta need in her account when she retires?Rosetta needs$________ her account when she retires.
