BUS 225 DAYONE LL
BUS 225 DAYONE LL
17th Edition
ISBN: 9781264116430
Author: BLOCK
Publisher: MCGRAW-HILL HIGHER EDUCATION
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Chapter 9, Problem 36P
Summary Introduction

To calculate: The future value of $50,000 invested for 5 years at 12% and the annuity of that future value for the next 10 years.

Introduction:

Future Value:

The value of an investment or asset in a future time period is termed as future value. It is calculated by multiplying the present value of the investment or asset with its growth rate.

Present value:

The current value of an investment or asset is termed as its present value. It is calculated by discounting the future value of the investment or asset.

Annuity:

When payments are made or received in a series at equivalent intervals, they are termed as an annuity. Such payments can be made weekly, monthly, quarterly, or annually.

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Alex Arnold has just turned 65. He has $100,000 to invest in a retirement annuity. One investment company has offered to pay Alex $10,000 per year for 15 years (payments to begin in one year) in exchange for an immediate $100,000 payment. If Alex accepts the offer from the investment company, what is his expected return on the $100,000 investment (assume a return that is compounded annually)? Present value tables or a financial calculator are required. Select one: a. between 5 and 6 percent b. between 7 and 8 percent c. between 8 and 9 percent d. between 6 and 7 percent
Suppose you want to provide for the college education of your son. He will begin college six years from now, and you wish to have $15,000 available for him at the beginning of each year in college. How much must be invested today at a 12 percent annual rate of return in order to provide the 4-year, $15,000 annuity for your son?
Ken Francis is offered the possibility of investing $2,745 today; in return, he would receive $10,000 after 15 years. What is the annual rate of interest for this investment?

Chapter 9 Solutions

BUS 225 DAYONE LL

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