Which one of the following is closest to the equivalent future worth of Mete's investment in year 27 if the retirement plan earns an interest of 12% per year? Select one: a.も 278,289 Ob£1,971,444 O c 1,542,776 O d.t1,471,441 e.も1,745,738

Financial Accounting Intro Concepts Meth/Uses
14th Edition
ISBN:9781285595047
Author:Weil
Publisher:Weil
ChapterA: Appendix - Time Value Of Cash Flows: Compound Interest Concepts And Applications
Section: Chapter Questions
Problem 14E
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Mete graduated from Çankaya University IE department in August 2020 and he was able to secure a Business Analyst
position recently. He is making good money and he plans to enroll in a Personel Retirement Plan. He plans to invest i
10,307 each year beginning 1 year from now and hopes to retire in 27 years.
Which one of the following is closest to the equivalent future worth of Mete's investment in year 27 if the retirement plan
earns an interest of 12% per year?
Select one:
a. t 278,289
b. t 1,971,444
c. t 1,542,776
d. t 1,471,441
e. t 1,745,738
Transcribed Image Text:Mete graduated from Çankaya University IE department in August 2020 and he was able to secure a Business Analyst position recently. He is making good money and he plans to enroll in a Personel Retirement Plan. He plans to invest i 10,307 each year beginning 1 year from now and hopes to retire in 27 years. Which one of the following is closest to the equivalent future worth of Mete's investment in year 27 if the retirement plan earns an interest of 12% per year? Select one: a. t 278,289 b. t 1,971,444 c. t 1,542,776 d. t 1,471,441 e. t 1,745,738
Expert Solution
Step 1

The present value of a stream of regular investments can be given by the following formula: 

PV = A×[1  (1 + r)-n] r

where

PV - present value

A - annuity payment

r - discount rate

n -time period

 

Future value

FV = [A× (1 + r)n-1] r

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