Suppose that a young couple has just had their first baby and they wish to ensure that enough money will be available to pay for their child's college education. They decide to make deposits into an educational savings account on each of their daughter's birthdays, starting with her first birthday. Assume that the educational savings account will return a constant 7%. The parents deposit $2000 on their daughter's first birthday and plan to increase the size of their deposits by 5% each year. Assuming that the parents have already made the deposit for their daughter's 18th birthday, then what is the amount available for the daughter's college expenses on her

Suppose that a young couple has just had their first baby and they wish to ensure that enough money will be available to pay for their child's college education. They decide to make deposits into an educational savings account on each of their daughter's birthdays, starting with her first birthday. Assume that the educational savings account will return a constant 7%. The parents deposit $2000 on their daughter's first birthday and plan to increase the size of their deposits by 5% each year. Assuming that the parents have already made the deposit for their daughter's 18th birthday, then what is the amount available for the daughter's college expenses on her

Essentials Of Investments

11th Edition

ISBN:9781260013924

Author:Bodie, Zvi, Kane, Alex, MARCUS, Alan J.

Publisher:Bodie, Zvi, Kane, Alex, MARCUS, Alan J.

Chapter1: Investments: Background And Issues

Section: Chapter Questions

Problem 1PS

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You and your sister are planning a large anniversary party 3 years from today for your parents' 50th wedding anniversary. You have estimated that you will need $6,500 for this party. You can earn 2.6 percent compounded annually on your savings. How much would you and your sister have to deposit today in one lump sum to pay for the entire party? Can the excel and calculator solution be provided?
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?
A friend is celebrating her birthday and wants to start saving for her anticipated retirement. She has the following years to retirement and retirement spending goals. Years until retirement: 30 Amount to withdraw each year: $120,000 Years to withdraw in retirement: 25 Interest rate: 7.5% 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. Required: Now assume that the inflation rate is 3%. Consequently, when your friend retires she will want to withdraw $120,000 each year in today’s dollars. What amount is she planning to receive in year 31 (the end of her first year of retirement)? How much does she need to have in retirement at the end of year 30 in order to receive her retirement payments assuming that these retirement payments continue to increase at 3% per year throughout her retirement?…
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Margaret is planning to invest up to $22,000 in certificates of deposit at City Bank and People's Bank. She wants to invest at least $2000 but no more than $14000 at City Bank. The interest is 6% at City Bank and 7% at People's Bank. This is simple interest for one year. How much should she invest in each bank to maximize her income? What is the maximum income? y
A couple wants to set up a college savings account for their grandchild. If the account earns 4.4% interest compounded quarterly, how much should they invest today so that the account will be worth $50,000 in 18 years? Round your final answer to two decimal places.
you have just won the lottery, and wish to ensure that will have $350,000 in 11 years to send your child to college. if your bank pays 4.46%, hours much must you deposit today to accumulate these funds?
The parents of a newborn baby would like to put money away today to cover 100% of the child's expected total 4 - years of college tuition. The first tuition payment is due exactly 18 years from today, and the next three payments are due at the end of years 19, 20 and 21. Suppose that the parents estimate that the cost of tuition will be $86,000 per year for the first three years, but that the fourth year's tuition will be $96,000. Which comes closest to the amount of money that needs to be set aside today if the interest rate is 6% ? A. $ 104, 719 B. $ 136, 639 C. $ 16,857 D. $ 113, 608 E. $ 198, 781
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Your best friend Mary is in discussion with you about saving for her retirement. You are to advise her on how much she should deposit annually to meet her retirement needs. Assume that she will deposit a fixed annual amount for the next 20 years into a retirement savings account, starting one year from now. Mary has a daughter who will be attending college and plans to make 5 withdrawals (starting one year after making her final deposit into the retirement account) of $35,000 each to pay for her annual tuition for the following 5 years. Commercial Banks will be paying 6 percent on such retirement accounts for the next 25 years. Kindly advise Mary on how much she should place in the account annually to cover her retirement needs.
A couple decided on the following saving plan for their newborn child 0 years old. Each quarter after the child is born, they will deposit $2,125 into a savings account paying 7.35% interest compounded quarterly. How much money will be in the account when the child turns 18? Hint: Total of 18 years. Round answer to nearest cent.

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