(Solving for r with annuities) Nicki Johnson, a sophomore mechanical engineering student, receives a call from an insurance agent, who believes that Nicki is an older woman ready to retire from teaching. He talks to her about several annuities that she could buy that would guarantee her an annual fixed income. The annuities are as follows in the popup window: LOADING... . If Nicki could earn 11 percent on her money by placing it in a savings account, should she place it instead in any of the annuities? Which ones, if any? Why? a. What rate of return could Nicki earn on her money if she place it in annuity A with $7,000 payment per year and 10 years duration? nothing% (Round to two decimal places.) Help Me Solve ThisView an Example Get More Help Clear All Check Answer Data Table ANNUITY INITIAL PAYMENT INTO ANNUITY (AT t = 0) AMOUNT OF MONEY RECEIVED PER YEAR DURATION OF ANNUITY (YEARS) A $40,000 $7,000 10 B $50,000 $6,500 25 C $60,000 $8,500 12

(Solving for r with annuities) Nicki Johnson, a sophomore mechanical engineering student, receives a call from an insurance agent, who believes that Nicki is an older woman ready to retire from teaching. He talks to her about several annuities that she could buy that would guarantee her an annual fixed income. The annuities are as follows in the popup window: LOADING... . If Nicki could earn 11 percent on her money by placing it in a savings account, should she place it instead in any of the annuities? Which ones, if any? Why? a. What rate of return could Nicki earn on her money if she place it in annuity A with $7,000 payment per year and 10 years duration? nothing% (Round to two decimal places.) Help Me Solve ThisView an Example Get More Help Clear All Check Answer Data Table ANNUITY INITIAL PAYMENT INTO ANNUITY (AT t = 0) AMOUNT OF MONEY RECEIVED PER YEAR DURATION OF ANNUITY (YEARS) A $40,000 $7,000 10 B $50,000 $6,500 25 C $60,000 $8,500 12

Pfin (with Mindtap, 1 Term Printed Access Card) (mindtap Course List)

7th Edition

ISBN:9780357033609

Author:Randall Billingsley, Lawrence J. Gitman, Michael D. Joehnk

Publisher:Randall Billingsley, Lawrence J. Gitman, Michael D. Joehnk

Chapter14: Planning For Retirement

Section: Chapter Questions

Problem 8FPE

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teaching. He talks to her about several annuities that she could buy that would guarantee her an annual fixed income. The annuities are as follows in the popup window mechanical engineering student, receives a call from an insurance agent, who believes that Nicki is an older woman ready to retir If Nicki could eam 11 percent on her money by placing it in a savings account, should she place it instead in any of the annuities? Which ones, if any? Why? a. What rate of return could Nicki eam on her money if she place it in annuity A with $8,500 payment per year and 16 years duration? % (Round to two decimal places.) Data table (Click on the following icon in order copy its contents into a spreadsheet.) ANNUITY A B C INITIAL PAYMENT INTO ANNUITY (AT 1 = 0) $60,000 $60,000 $40,000 Done GILD AMOUNT OF MONEY RECEIVE PE YEAR $8.500 $9,000 $6,000 DURATION OF ANNUITY (YEARS) 16 12 15
Mary would like to save $10,000 at the end of 5 years for a future down payment on a car. a. How much should she deposit at the end of each month in a savings account that pays 1.2%/a, compounded monthly, to meet her goal? b. If you currently have a part-time job, consider your hourly wage. If you do not have a job, use the minimum hourly wage in your jurisdiction. How many hours each month would you have to work, just to make those payments? Write a brief reflection on the advantages and disadvantages to long-term saving for a purchase, compared to borrowing a large sum of money and paying it off over time. Note that interest rates for savings accounts are always lower than interest rates for borrowing.
A couple wants to begin saving money for their daughter's education. $16,000 will be needed on the child’s 18th birthday, $18,000 on the 19th birthday, $20,000 on the 20th birthday, and $22,000 on the 21st birthday. Assume 5% interest with annual compounding. The couple is considering two methods of accumulating the money. a. How much money would have to be deposited into the account on the child's first birthday to accumulate enough money to cover the education expenses? (Note: A child’s “first birthday” is celebrated 1 year after the child is born.) b. What uniform annual amount would the couple have to deposit each year on the child’s first through seventeenth birthdays to accumulate enough money to cover the education expenses?
This is a classic retirement problem. A friend is celebrating her birthday and wants to start saving for her anticipated retirement. She has the following years to retirement and retire- ment spending goals: Years until retirement: Amount to withdraw each year: Years to withdraw in retirement: Interest rate: 30 $90,000 20 8% Because your friend is planning ahead, the first withdrawal will not take place until one year after she retires. She wants to make equal annual deposits into her account for her retirement fund. a. If she starts making these deposits in one year and makes her last deposit on the day she retires, what amount must she deposit annually to be able to make the desired withdrawals at retirement?
(Related to Checkpoint 6.2) (Present value of an ordinary annuity) Nicki Johnson, a sophomore mechanical engineering student, receives a call from an insurance agent who believes that Nicki is an older woman who is ready to retire from teaching. He talks to her about several annuities that she could buy that would guarantee her a fixed annual income. The annuities are as follows: Annuity A Purchase Price of the Annuity (Att 0) $40,000 B $60,000 C $60,000 (Click on the icon in order to copy its contents into a spreadsheet.) Amount of Money Received Per Year $6,500 $9,000 $8,000 Duration of the Annuity (Years) 15 18 20 Nicki could earn 11 percent on her money by placing it in a savings account. Alternatively, she could place it in any of the above annuities. Which annuities in the table above, if any, will earn Nicki a higher return than investing in the savings account earning 11 percent? a. If Nicki could earn 11 percent on her money, what is the present value of annuity A with $6,500…
Elijah James is in his early 30s and is thinking about opening an IRA. He can't decide whether to open a traditional/deductible IRA or a Roth IRA, so he turns to you for help. To support your explanation, you decide to run some comparative numbers on the two types of accounts; for starters, use a 30-year period to show Elijah what contributions of $5,000 per year will amount to (after 30 years) if he can earn, say, 10 percent on his money. Round your answers to the nearest dollar. 1A. traditional IRA $___1B. Roth IRA $ _____ Will the type of account he opens have any impact on this amount?-Select: YES OR NO Assuming that Elijah is in the 30 percent tax bracket (and will remain there for the next 30 years), determine the annual and total (over 30 years) tax savings he'll enjoy from the $5,000-a-year contributions to his IRA. Contrast the (annual and total) tax savings he'd generate from a traditional IRA with those from a Roth IRA. If an answer is zero, enter "0". Round your answers…
Leslie Mosallam, who recently sold her Porsche, placed $10,000 in a savings account paying annual com- pound interest of 6 percent. a. Calculate the amount of money that will accumulate if Leslie leaves the money in the bank for 1, 5, and 15 years. b. Suppose Leslie moves her money into an account that pays 8 percent or one that pays 10 percent. Rework part a using 8 percent and 10 percent. c. What conclusions can you draw about the relationship among interest rates, time, and future sums from the calculations you just did? use EXCEL to work this out and show the formula!
You may use your financial calculator or excel for calculations but be sure to show your work (i.e. rate, periods, payments, etc.). For the amortization schedule be sure to print the schedule so all columns fit on one page and only include the first and last pages of the schedule when you pass it in. Jack Casey is interested in buying a waterfront vacation home and has saved $300,000 for the down payment. His plans call for making additional monthly deposits into an investment account over the next 12 months. Casey wants to make the purchase 18 months from today and wants to have $400,000 saved up for the down payment. What is the amount of each of the additional payments he must make for his plan to work out? Assume Allen can earn 2% annual return in his investment account. If Casey takes out a 30-year, $1,200,000 mortgage at 5%, what will his mortgage payments be? Prepare an amortization schedule to prove that your answer is right and his mortgage will be paid off in 30 years.
st K (Related to Checkpoint 6.2) (Present value of an ordinary annuity) Nicki Johnson, a sophomore mechanical engineering student, receives a call from an insurance agent who believes that Nicki is an older woman who is ready to retire from teaching. He talks to her about several annuities that she could buy that would guarantee her a fixed annual income. The annuities are as follows: Purchase Price of the Annuity (At t= 0) Amount of Money Received Per Year $6,500 $6,000 $9,000 Annuity A $50,000 B $40,000 C $60,000 (Click on the icon in order to copy its contents into a spreadsheet.) EXZE Duration of the Annuity (Years) 16 12 10 Nicki could earn 8percent on her money by placing it in a savings account. Alternatively, she could place it in any of the above annuities. Which annuities in the table above. if anv. will earn Nicki a higher return than investing in the savings a. If Nicki could earn 8 percent on her money, what is the present value of annuity A with $6,500 payments per year…
Suppose that you need $30,000 for your last year of college. You could go to a private lending institution and apply for a signature student loan; rates range from 7% to 14%. However, your Aunt Sally is willing to loan you the money from her retirement savings, with no repayment until after graduation. All she asks is that in the meantime you pay her each month the amount of interest that she would otherwise get on her savings (since she needs that to live on), which is 4%.What is your monthly payment to her, and how much interest will you pay her over the year (9 months)?(Fill in the blanks below and give your answers as whole numbers.)The amount of interest per month you would pay Aunt Sally is $__(1)__ .The total interest you will pay her over the year (9 months)is $__(2)__ .
Sandra wants to take the next six years off work to travel around the world. She estimates her annual cash needs at $31,000 (if she needs more, she will work odd jobs). Sandra believes she can invest her savings at 12% until she depletes her funds. (Click the icon to view Present Value of $1 table.) (Click the icon to view Future Value of $1 table.) (Click the icon to view Present Value of Ordinary Annuity of $1 table.) (Click the icon to view Future Value of Ordinary Annuity of $1 table.) Requirement 1. How much money does Sandra need now to fund her travels? (Round your answer to the nearest whole dollar.) With the 12% interest rate, Sandra needs Requirement 2. After speaking with a number of banks, Sandra learns she will only be able to invest her funds at 4%. How much does she need now to fund her travels? (Round your answer to the nearest whole dollar.) With a 4% interest rate, Sandra would need If Sandra's savings are earning a lower interest rate (4%), she will need to save to…
Andrew has purchased a new car. He want to set aside enough money in a bank account to pay the maintenance for the first three years. The maintenance cost of the car is: Year 1: $120 2: $150 3: $180 Assume that the maintenance costs occcur at the end of each year and that the bank pays 5% interest. How much should Andrew deposit in the bank now? In order to solve this question, what information & formula would Andrew need? n=5, i=7%, G=60 and ? = ?(? + ? ) � A1=120, G=30, n=3, i=5% & ? = ? [ ?/ ? − (? / (?+?) ?−?) ] A1=150, i=8%, G=50, n=4 & ? = ? [ (?+?) ?−? ?(?+?) ? ] G=210, i=5%, n=3, & ? = ?[ (?+?) ?−? / ? ]

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ANNUITY	INITIAL PAYMENT INTO ANNUITY (AT t = 0)	AMOUNT OF MONEY RECEIVED PER YEAR	DURATION OF ANNUITY (YEARS)
A	$40,000	$7,000	10
B	$50,000	$6,500	25
C	$60,000	$8,500	12
(Click on the icon located on the top-right corner of the data table above in order to copy its contents into a spreadsheet.)