A project consists of a cost (negative cash flow) of $1,000 in Year 0 and a benefit (positive cash flow) of $125,000 in Year 6. The relevant MARR is 100% (one hundred percent) per year. Find the annuity from Year 2 to Year 6 that is equivalent to this project. That is, find the value of A such that receiving $A per year for five years, from Year 2 to Year 6, is equivalent to paying $1,000 in Year 0 and receiving $125,000 in Year 6. Use (A/P,i,N) and (A/F,i,N) in your answer. You may also use other discount factors if you need to. To help you visualize this question, the relevant cash flow diagrams are shown below. You are solving for A: $125,000

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
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A project consists of a cost (negative cash flow) of $1,000 in Year 0 and a benefit
(positive cash flow) of $125,000 in Year 6. The relevant MARR is 100% (one hundred
percent) per year. Find the annuity from Year 2 to Year 6 that is equivalent to this
project. That is, find the value of A such that receiving $A per year for five years,
from Year 2 to Year 6, is equivalent to paying $1,000 in Year 0 and receiving $125,000
in Year 6. Use (A/P,i,N) and (A/F,i,N) in your answer. You may also use other discount
factors if you need to.
To help you visualize this question, the relevant cash flow diagrams are shown below.
You are solving for A:
-$1,000
$125,000
Time
Time I
Equivalent annuity (A): $
a year from Year 2 to Year 6.
Work (Remember to use (A/P,i,N) and (A/F,i,N). There's more room on the next
page if you need it.)
Transcribed Image Text:A project consists of a cost (negative cash flow) of $1,000 in Year 0 and a benefit (positive cash flow) of $125,000 in Year 6. The relevant MARR is 100% (one hundred percent) per year. Find the annuity from Year 2 to Year 6 that is equivalent to this project. That is, find the value of A such that receiving $A per year for five years, from Year 2 to Year 6, is equivalent to paying $1,000 in Year 0 and receiving $125,000 in Year 6. Use (A/P,i,N) and (A/F,i,N) in your answer. You may also use other discount factors if you need to. To help you visualize this question, the relevant cash flow diagrams are shown below. You are solving for A: -$1,000 $125,000 Time Time I Equivalent annuity (A): $ a year from Year 2 to Year 6. Work (Remember to use (A/P,i,N) and (A/F,i,N). There's more room on the next page if you need it.)
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