You are evaluating five different investments, all of which involve an upfront outlay of cash. Each investment will provide a single cash payment back to you in the future. Details of each investment appears here: Calculate the IRR of each investment. State your answer to the nearest basis point (i.e., the nearest 1/100th of 1%, such as 3.76%). The yield for investment A is%. (Round to two decimal places.) Data table Fu Initial Investment Investment A $1,900 B $9,600 C $500 D $3,200 E $5.900 Future Value $4,029 $13,121 $1,759 $4,139 C $9.079 End of Year 11 9832 18 12 D - X

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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You are evaluating five different investments, all of which involve an upfront outlay of cash. Each investment will provide a single cash payment back to you in the future. Details of each investment
appears here:. Calculate the IRR of each investment. State your answer to the nearest basis point (i.e., the nearest 1/100th of 1%, such as 3.76%).
The yield for investment A is
%. (Round to two decimal places.)
Initial
Future
Investment Investment
Value
Im
A
$1,900
$4,029
B
$9,600
$13,121
C
$500
D
$3,200
E
$5,900
Data table
$1,759
$4,139
$9,079
End of
Year
11
9
18
3
12
I
X
Transcribed Image Text:You are evaluating five different investments, all of which involve an upfront outlay of cash. Each investment will provide a single cash payment back to you in the future. Details of each investment appears here:. Calculate the IRR of each investment. State your answer to the nearest basis point (i.e., the nearest 1/100th of 1%, such as 3.76%). The yield for investment A is %. (Round to two decimal places.) Initial Future Investment Investment Value Im A $1,900 $4,029 B $9,600 $13,121 C $500 D $3,200 E $5,900 Data table $1,759 $4,139 $9,079 End of Year 11 9 18 3 12 I X
Expert Solution
Step 1: Introduction to IRR

IRR stands for the internal rate of return. It is an important capital budgeting tool. IRR is the rate at which net present value (or NPV) of a project is nil. When IRR is greater than the cost of capital we accept the project and when IRR is less than the cost of capital we reject the project.

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