Fill in the yellow cells using excel funtions (trying to build excel model please use excel functions) Given the following information about 4 mutually exclusive projects that are expected to be repeated infinitely, complete the table information (the shaded blanks). Assume that all projects are equally risky and will have the same cost of capital. Which project should be chosen? (20 Points) \table[[, A, B, C, D], [CF (0), ($1,600, 000), ($2, 225, 000), ($2, 460,000), ($ 1,500,000)], [Inflows (equal for life of the project), $565,000,,, $712,000], [Project Life,5,3,4,], [NPV,, $ 350,000,,], [IRR,,,, 20.00%], [MIRR, 18.50%,..], [PAYBACK (Yrs),,, 2.5,], [Terminal Value,,,,], [WACC,,,,]] 6. Given the following information about 4 mutually exclusive projects that are expected to be repeated infinitely, complete the table information (the shaded blanks). Assume that all projects are equally risky and will have the same cost of capital. Which project should be chosen? (20 Points) CF Inflows (equal for life of the project) Project Life A B C ($1,600,000) ($2,225,000) ($2,460,000) ($1,500,000) $565,000 $712,000 D 5 3 4 NPV $350,000 IRR 20.00% MIRR 18.50% PAYBACK (Yrs) Terminal Value WACC 2.5
Fill in the yellow cells using excel funtions (trying to build excel model please use excel functions) Given the following information about 4 mutually exclusive projects that are expected to be repeated infinitely, complete the table information (the shaded blanks). Assume that all projects are equally risky and will have the same cost of capital. Which project should be chosen? (20 Points) \table[[, A, B, C, D], [CF (0), ($1,600, 000), ($2, 225, 000), ($2, 460,000), ($ 1,500,000)], [Inflows (equal for life of the project), $565,000,,, $712,000], [Project Life,5,3,4,], [NPV,, $ 350,000,,], [IRR,,,, 20.00%], [MIRR, 18.50%,..], [PAYBACK (Yrs),,, 2.5,], [Terminal Value,,,,], [WACC,,,,]] 6. Given the following information about 4 mutually exclusive projects that are expected to be repeated infinitely, complete the table information (the shaded blanks). Assume that all projects are equally risky and will have the same cost of capital. Which project should be chosen? (20 Points) CF Inflows (equal for life of the project) Project Life A B C ($1,600,000) ($2,225,000) ($2,460,000) ($1,500,000) $565,000 $712,000 D 5 3 4 NPV $350,000 IRR 20.00% MIRR 18.50% PAYBACK (Yrs) Terminal Value WACC 2.5
Financial Management: Theory & Practice
16th Edition
ISBN:9781337909730
Author:Brigham
Publisher:Brigham
Chapter10: The Basics Of Capital Budgeting: Evaluating Cash Flows
Section: Chapter Questions
Problem 23SP: Start with the partial model in the file Ch10 P23 Build a Model.xlsx on the textbooks Web site....
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![Fill in the yellow cells using excel funtions (trying to build excel model please use excel functions) Given the following
information about 4 mutually exclusive projects that are expected to be repeated infinitely, complete the table
information (the shaded blanks). Assume that all projects are equally risky and will have the same cost of capital. Which
project should be chosen? (20 Points) \table[[, A, B, C, D], [CF (0), ($1,600, 000), ($2, 225, 000), ($2, 460,000), ($
1,500,000)], [Inflows (equal for life of the project), $565,000,,, $712,000], [Project Life,5,3,4,], [NPV,, $
350,000,,], [IRR,,,, 20.00%], [MIRR, 18.50%,..], [PAYBACK (Yrs),,, 2.5,], [Terminal Value,,,,], [WACC,,,,]]
6.
Given the following information about 4 mutually exclusive projects that are expected to
be repeated infinitely, complete the table information (the shaded blanks). Assume that
all projects are equally risky and will have the same cost of capital. Which project should
be chosen? (20 Points)
CF
Inflows (equal for life of the project)
Project Life
A
B
C
($1,600,000) ($2,225,000) ($2,460,000) ($1,500,000)
$565,000
$712,000
D
5
3
4
NPV
$350,000
IRR
20.00%
MIRR
18.50%
PAYBACK (Yrs)
Terminal Value
WACC
2.5](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F82a88234-f075-423b-9272-5d4b0fa1fb92%2F395e3746-e511-4002-bb51-e57c47e23796%2F3w95yt_processed.jpeg&w=3840&q=75)
Transcribed Image Text:Fill in the yellow cells using excel funtions (trying to build excel model please use excel functions) Given the following
information about 4 mutually exclusive projects that are expected to be repeated infinitely, complete the table
information (the shaded blanks). Assume that all projects are equally risky and will have the same cost of capital. Which
project should be chosen? (20 Points) \table[[, A, B, C, D], [CF (0), ($1,600, 000), ($2, 225, 000), ($2, 460,000), ($
1,500,000)], [Inflows (equal for life of the project), $565,000,,, $712,000], [Project Life,5,3,4,], [NPV,, $
350,000,,], [IRR,,,, 20.00%], [MIRR, 18.50%,..], [PAYBACK (Yrs),,, 2.5,], [Terminal Value,,,,], [WACC,,,,]]
6.
Given the following information about 4 mutually exclusive projects that are expected to
be repeated infinitely, complete the table information (the shaded blanks). Assume that
all projects are equally risky and will have the same cost of capital. Which project should
be chosen? (20 Points)
CF
Inflows (equal for life of the project)
Project Life
A
B
C
($1,600,000) ($2,225,000) ($2,460,000) ($1,500,000)
$565,000
$712,000
D
5
3
4
NPV
$350,000
IRR
20.00%
MIRR
18.50%
PAYBACK (Yrs)
Terminal Value
WACC
2.5
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