Alani plans to invest $500 into an IRA at the beginning of every month for the next 20 years. She expects to earn 11.00% annually on the IRA. How much will Alani have in the account after the 20 years of monthly investments? Enter your answer as a positive number (round to the nearest dollar if necessary).
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- Holly Krech is planning for her retirement, so she is setting up a payout annuity with her bank. She wishes to receive a payout of $1,900 per month for twenty years. (a) How much money must she deposit if her money earns 7.8% interest compounded monthly? (Round your answer to the nearest cent.)___________ $ (b) Find the total amount that Holly will receive from her payout annuity. Thank you!K. Tanja wants to establish an account that will supplement her retirement income beginning 30 years from now. Find the lump sum she must deposit today so that $400,000 will be available at time of retirement, if the interest rate is 10%, compounded quarterly. How much must Tanja invest? P= (Round to the nearest cent as needed.)Sally Winston is contributing $3200 each year to a Roth IRA. The IRA earns 3.8% per year. How much will she have at the end of 25 years? Hint: An IRA account has deposits made at the beginning of the period. Use appropriate units and round to the nearest cent.
- You plan to place $1,200 per year into a Roth IRA. You expect to earn 6% APR and you will place this amount into the account for 35 years. How much will you have in the account in 35 years? Round to the nearest $1,000.Tanja wants to establish an account that will supplement her retirement income beginning 25 years from now. Find the lump sum she must deposit today so that $600,000 will be available at time of retirement, if the interest rate is 6%, compounded quarterly. How much must Tanja invest? P=$ (Round to the nearest cent as needed.)Connie wants to have an annuity payment of $2,150 at the END of every three months. How much should she deposit now at 12% interest, compounded quarterly, to yield this payment for 4 years? (Use Table 12-2 in your text.) $21,401.10$27,006.37 $27,816.57$31,986.56
- Iris expects to receive $1,000 at the end of each of the next three years. She will deposit these payments into an account that pays 10%, compounded semi-annually. What will be the future value of these payments, that is, the value at the end of the third year? a. $3,318.01 b. $1,340.10 c. $1,157.63 d. $1,331.00Sara deposits $500 per month into an annuity. The annuity earns 5%.interest.compounded monthly. If she does this for 30 years, how much is in the annuity? Round to nearest whole dollar. S Enter a number, Submit AnswerHailey starts an IRA (Individual Retirement Account) at the age of 22 to save for retirement. Shedeposits $450 each month. The IRA has an average annual interest rate of 8% compounded monthly.How much money will she have saved when she retires at the age of 65? Round your answer to thenearest cent, if necessary.
- James deposits a fixed quarterly amount into an annuity account for his child's college fund. He wishes to accumulate a future value of $60,000 in 12 years. Assuming an APR of 3.3 % compounded quarterly, how much of the $60,000 will James ultimately deposit in the account, and how much is interest earned? Round your answers to the nearest cent, if necessary. PANE Formulas KeypadYou decide to open an individual retirement account (IRA) at your local bank that pays 8%/year compounded annually. At the end of each of the next 40 years, you will deposit $4,000 into the account. Three years after your last deposit, you will begin making annual withdrawals. What annual amount will you be able to withdraw if you want the withdrawals to last. Solve, a. 20 years ? b. 30 years? c. Forever?To help buy her new condominium, Mai is taking out a $163,000 mortgage loan for 30 years at 3.4% annual interest. Her monthly payment for this loan is $722.87. of a year. Round your answers to the nearest cent. 12 Fill in all the blanks in the amortization schedule for the loan. Assume that each month is Payment number Principal payment Interest New loan balance payment 1 2 $| $162,477.18 130 $346.85 $376.02 $122,041.32 $ 0 131