A man wants to help provide a college education for his young daughter. He can afford to invest $1500/yr for the next 5 years, beginning on the girl's 5th birthday. He wishes to give his daughter $10,000 on her 18th, 19th, 20th, and 21st birthdays, for a total of $40,000. Assuming 6% interest, what uniform annual investment will he have to make on the girl's 9th through 17th birthdays?

A man wants to help provide a college education for his young daughter. He can afford to invest $1500/yr for the next 5 years, beginning on the girl's 5th birthday. He wishes to give his daughter $10,000 on her 18th, 19th, 20th, and 21st birthdays, for a total of $40,000. Assuming 6% interest, what uniform annual investment will he have to make on the girl's 9th through 17th birthdays?

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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Atita plans to gift $150,000 to her daughters as a gift in the future. She thinks it will help her daughter fulfil her dreams when she reaches her age to marry. Assume her daughter is 3 years old and may get married in her 20s. Assume that Atita has $30,000 and wishes to invest that in a financial asset with a 9% rate of return per annum. Required: How would you define the amount of $30 000 and $150 000 in terms of the time value of money? ANSWER a (i): (answer box will enlarge as you enter your response) How long will she have to wait until she reaches the goal of $150 000? ANSWER a (ii): Mark will receive $13,500 from his parent at the end of each year for five years. He plans to invest them in a financial asset with an interest rate of 7.5%. How much money…
Assume the total cost of a college education will be $350,000 when your child enters college in 15 years. You presently have $67,000 to invest.What annual rate of interest must you earn on your investment to cover the cost of your child’s college education?
Your daughter is 8 years old today. You are worried about paying for her college tuition, which you estimate will be $20,000 per year (after scholarships). You decide to start a college savings fund by depositing an equal amount in the bank at the end of each of the next 10 years. At the end of years 11, 12, 13 and 14, you want to withdraw $20,000 in order to pay for the tuition. An interest rate of 8% APR compounded annually is assumed. How much do you have to deposit at the end of each of the next 10 years in order to pay for the tuition costs?
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A couple plans to save for their child’s college education. What principal must be deposited by the parents when their child is born in order to have$80,000 when the child reaches the age of 18? Assume the money earns 8% interest, compounded quarterly.
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An electrical engineer who is anticipating paying for his daughter’s college education plans to start depositing money now (year 0) and continue through year 17. If he deposits $5000 each year, how much will his daughter be able to withdraw each year starting in year 18 and continuing through year 22? Assume the account earns interest at 8% per year.
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Your five-year old daughter has just announced that she would like to attend college. Your best guess is that it will cost approximately $25,000 per year for four years in tuition, books, rent, etc. for her to attend State College 12 years from now (first payment beginning on year 13). You believe that you can earn a rate of 9% on investment to meet this goal. a. If you were to invest a lump sum today in hopes of covering your daughter’s college costs, how much would you have to invest? b. If you now decided to invest annually instead, how much would you have to invest every year? (investment every year, years 1-12) c. You just learned of a $10,000 inheritance and plan to invest it in your daughter’s college fund (inheritance is available today at time 0). Given this new source of funds how much do you have to invest every year? d. Create a combo box that will switch provide the user with 5 different inheritance amounts ($8,000, $9,000, $10,000, $11,000 and $12,000)

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