You just turned 20 years old and want to retire when you turn 65. You plan to put $4,900 every year into a ROTH IRA, a retirement account from which you can withdraw money after retirement without having to pay any taxes. You expect to earn a return of 7% on your investments every year. a. How much money can you expect to have at age 65 if you make your first annual deposit now and your last one on the day you turn 64? b. How much money can you expect to have at age 65 if you make your first deposit 10 years from now (at age 30) and your last one on the day you turn 64?

(1) SITUATION There are two brothers; Percy and Liam. They both have the goal to retire at the age of 65 with one million dollars in their respective bank accounts. They have been talking to people familiar with the stock market, who assure them that over long periods of time they will be able to earn an 8% return by investing. ANNUITIES Percy decides that instead of doing a one-time payment, he is going to save a little bit each month. If he begins saving $350 per month at age 25, will he meet his goal? (2) Liam follows his brother and begins to save $350 per month – except he again waits until he is 35. How much less will Liam have than his brother at retirement?  .

Kk.121. You just turned 22 years old and want to retire when you turn 65. You plan to put $4,000 every year into a ROTH IRA, a retirement account from which you can withdraw money after retirement without having to pay any taxes. You expect to earn a return of 4% on your investments every year. How much money can you expect to have at age 65 if you make your first annual deposit now and your last one on the day you turn 64?

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You decide to deposit your money today in a bank account paying 6.30% interest, compounded monthly. If the value of your savings grows to $3, 800 in 10 years, how much did you deposit? Answer a. $1,826 b. $ 2,027 c. $2,193 d. $1,988 e. $1,907

K (Comprehensive problem) You would like to have $54,000 in 16 years. To accumulate this amount, you plan to deposit an equal sum in the bank each year that will earn 6 percent interest compounded annually. Your first payment will be made at the end of the year. a. How much must you deposit annually to accumulate this amount? b. If you decide to make a large lump-sum deposit today instead of the annual deposits, how large should this lump-sum deposit be? (Assume you can earn 6 percent on this deposit.) c. At the end of five years, you will receive $15,000 and deposit this in the bank toward your goal of $54,000 at the end of year 16. In addition to the lump-sum deposit, how much must you deposit in equal annual amounts, beginning in year 1 to reach your goal? (Again, assume you can earn 6 percent on your deposits.) a. How much must you deposit annually to accumulate this amount? $ 2103.42 (Round to the nearest cent.) b. If you decide to make a large lump-sum deposit today instead of…

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. $87,391.34

You want to retire with $400 000 in the bank and you are able to earn 6% compounded quarterly for the next 25 years. How much money do you have to invest today in order to achieve your goal? Select one: a. $90 251.77 b. $90 201.77 c. $90 001.78 d. $90 251.78 e. $90 001.77

Answer the number 2.

a. You need $17,000 in five years but you only have $12,000 now. At what interest rate must you invest the money assuming the interest is compounded annually? b. You have a $20,000 note payable which is due in three years. How much money must you put into a savings account today in order to have enough money to pay off the debt on time assuming your savings account earns 3% interest compounded annually? c. You put $2,750 into an account earnings 4% interest compounded QUARTERLY. How much will be in this account at the end of 4 YEARS? d. In question “b." above, if you leave he money in the account for one more YEAR, how much more interest will you earn in that additional year (Year 5)? e. How long will it take to double $2,000 to $4,000 assuming you invest the $2,000 into an account earning 7% interest compounded annually?