Cost planning assignment 6
docx
keyboard_arrow_up
School
Centennial College *
*We aren’t endorsed by this school
Course
124165E
Subject
Finance
Date
Apr 3, 2024
Type
docx
Pages
13
Uploaded by MateCamel3667
Q 4: If a project costs $100,000 and is expected to return $25,000 annually, how long does it take to recover the initial investment? What would be the discounted payback period at i=15%?
A: Conventional payback period: $100000/$25000 = 4 years
Discounted payback = 6 + [(10667.99203/25000) – 1] =6.57 years Q 5: Refer to Problem 5.4
, and answer the following questions:
a. How long does it take to recover the investment?
b. If the firm’s interest rate is 15% after taxes, what would be the discounted payback period
for this project?
Conventional payback period = 100000/25000 = 4 years
Discounted payback = 6 + [(10667.99203/25000 – 1]
= 6.57 years
Q 7: Consider the investment projects in Table P5.7
, all of which have a four-year investment
life.
CSM724-701 Assignment 3
a. What is the payback period of each project?
b. What is the discounted payback period at an interest rate of 15% for each project?
A: a. Payback period is when Net Cash flow becomes positive,
Payback period of A = 3+(4-3)(2500/6200) = 3.4 years
Payback period of B = 1 + (1900/2800) = 1.68 years
Payback period at C = 3 + (1000/4500) = 3.22 years
Payback period at D = 2 + (1400/2300) = 2.61 years
Page 1
of 13
CSM724-701 Assignment 3
b. Discounted Payback period of A = 3 + (2500/3545.16) = 3.7 years
Discounted Payback period of B = 1+ (2108.69/2117.08) = 1.99 years
Discounted Payback period of C = 3 + (2087.02/2573.1) = 3.81 years
Discounted payback period of D = 3 +(466.79/1372.32) = 3.34 years
Page 2
of 13
Your preview ends here
Eager to read complete document? Join bartleby learn and gain access to the full version
- Access to all documents
- Unlimited textbook solutions
- 24/7 expert homework help
CSM724-701 Assignment 3
Q 10: Your firm is considering purchasing an old office building with an estimated remaining
service life of 25 years. Recently, the tenants signed a long-term lease, which leads you to
believe that the current rental income of $250,000 per year will remain constant for the first
five years. Then the rental income will increase by 10% for every five-year interval over the
remaining life of the asset. That is, the annual rental income would be $275,000 for years 6
through 10, $302,500 for years 11 through 15, $332,750 for years 16 through 20, and $366,025
for years 21 through 25. You estimate that operating expenses, including income taxes, will be
$85,000 for the first year and that they will increase by $5,000 each year thereafter. You also
estimate that razing the building and selling the lot on which it stands will realize a net amount
of $50,000 at the end of the 25-year period. If you had the opportunity to invest your money
elsewhere and thereby earn interest at the rate of 12% per annum, what would be the
maximum amount you would be willing to pay for the building and lot at the present time?
A: Given: Estimated remaining service life = 25 years, current rental income = $250000 per year,
O&M costs = $85000 for the first year increasing by $5000 thereafter, salvage value = $50000 and
MARR = 12%. Let A
0
be the maximum investment required to break even.
PW (12%) = -A
0
+ [$250000(F/A,12%,25) + 25000(F/A,12%,20) + 27500(F/A,12%,15) + 30250(F/A,12%,10) + 33275(F/A,12%,5) + 50000(P/F,12%,25) – 85000(P/A,12%,25) – 5000(P/G,12%,25) = 0
Solving for A
0
= yields
A
0 = $1,241,461
Q 11: Consider the following set of investment projects, all of which have a three-year
investment life:
Page 3
of 13
CSM724-701 Assignment 3
a. Compute the net present worth of each project at i=10%.
b. Plot the present worth as a function of the interest rate (from 0% to 30%) for Project B
.
a. PW (10%) A
= -1200 + 3000(P/F,10%,3)
= -1200 + 3000(.7513)
= -1200 + 2253.9
= 1053.9
PW (10%) B
= -1800 + 600(P/F,10%,1) + 900(P/F,10%,2) + 1700(P/F,10%,3)
=-1800 + 600(.9091) + 900(.8264) + 1700(.7513)
= -1800 + 545.46 + 743.76 + 1277.21
= 766.43
PW (10%) C
= -1000 -1200(P/F,10%,1) + 900(P/F,10%,2) + 3500(P/F,10%,3)
= -1000 – 1200(.9091) + 900(.8264) + 3500(.7513)
= -1000 – 1090.92 + 743.76 + 2629.55
= 1282.39
PW (10%) D
= -6500 + 2500(P/F,10%,1) + 1900(P/F,10%,2) + 2800(P/F,10%,3)
= -6500 + 2500(.9091) + 1900(.8264) + 2800(.7513)
= -6500 + 2272.75 + 1570.16 + 2103.64
= -553.45 Q.13 You are considering the purchase of a parking deck close to your office building. The
parking deck is a 15-year-old structure with an estimated remaining service life of 25 years.
The tenants have recently signed long-term leases, which leads you to believe that the current
rental income of $250,000 per year will remain constant for the first five years. Then the rental
income will increase by 10% for every five-year interval over the remaining asset life. Thus,
the annual rental income would be $275,000 for years 6 through 10, $302,500 for years 11
through 15, $332,750 for years 16 through 20, and $366,025 for years 21 through 25. You
Page 4
of 13
CSM724-701 Assignment 3
estimate that operating expenses, including income taxes, will be $65,000 for the first year and
that they will increase by $6,000 each year thereafter. You estimate that razing the building
and selling the lot on which it stands will realize a net amount of $200,000 at the end of the 25-
year period. If you had the opportunity to invest your money elsewhere and thereby earn
interest at the rate of 15% per annum, what would be the maximum amount you would be
willing to pay for the parking deck and lot at the present time?
Ans. Estimated Remaining service = 25 years
Current rental income= $250,000 per year
Estimated operating expenses including income tax= $65,000 for the first year and that they will
increase by $6,000 each year thereafter.
Salvage value=$200,000
MARR= 15%
Let A
0
be the maximum investment required to break even.
PW
(
15%
)
=
250,000
(
P
/
A ,
15%
,
5
)
+
275,000
(
P
/
A ,
15%
,
5
) (
P
/
F ,
15%
,
5
)
+
302,500
(
P
/
A ,
15%
,
5
) (
P
/
F ,
15%
¿
$
1,116,775
Q.15 A university is trying to determine how much it should charge for tickets to basketball
games to help offset the expenses of the new arena. The cost to build the arena including labor,
materials, etc. was $92 million. Each year the maintenance cost is expected to increase by 5%
as the building gets older. The maintenance cost for the first year is $150,000. Utilities are
expected to average about $200,000 per year and labor costs $300,000. The average attendance
at basketball games over the year is expected to be 100,000 people (or 100,000 tickets sold to
events). Assuming the arena has no other source of income besides regular ticket sales (not
including student tickets) for basketball games, what should the university charge so that it can
recover at least 6% cost of borrowing on its investment? The university expects the arena to be
used for 40 years and to have no appreciable salvage value.
Page 5
of 13
Your preview ends here
Eager to read complete document? Join bartleby learn and gain access to the full version
- Access to all documents
- Unlimited textbook solutions
- 24/7 expert homework help
CSM724-701 Assignment 3
Ans
PriceofTicket
(
P
/
A;
6%
;
40
)
=
92.000.000
+
150.000
(
P
/
A ;
5%
;
6 %
;
40
)
+
(
200.000
+
300.000
) (
P
/
A ;
6 %
;
40
)
/ 10
Q.19 A project has a service life of five years with the initial investment outlay of $200,000. If
the discounted payback period occurs at the end of the project service life (say five years) at an
interest rate of 10%, what can you say about the NFW of the project?
Ans
Since the initial investment plus interest had been fully recovered at the end of the project service life
and after that, no amount of money was generated, the net future worth was 0, which means no
profit.
Q.20 Consider the following cash flows and present-worth profile.
Table P5.20
Page 6
of 13
CSM724-701 Assignment 3
Figure P5.20
a. Determine the values of X and Y
.
Ans
. From the project balance diagram, note that PW (24%)1 = 0 for project 1 PW (23%) 2 = 0 for project 2.
PW (24%)1 = -$1, 000 + $400(P/F, 24%,1) + $800(P/F, 24%, 2) +X (P/F, 24%, 3) = 0 PW (23%)2 = -$1, 000 + $300(P/F, 23%,1) +Y(P/F, 23%, 2) + $800(P/F, 23%, 3) = 0 X= $299.58, Y= $493.49
b. Calculate the terminal project balance of project 1 at MARR=24%
Ans.
Since PW (24%)1= 0, FW (24%)1 = 0
c. Find the values of a, b
, and C in the NPW plot.
Ans.
a= $593.49, b= $499.58, c= 17.91%
Page 7
of 13
CSM724-701 Assignment 3
Q.21 Consider the project balances for a typical investment project with a service life of five years, as shown in Table P5.21
Table P5.21 Investment Project Balances
a.
Determine the interest rate used in the project balance calculation and compute the present
worth of this project at the computed interest rate.
-1500 = -2700 (1+i) + 1470
-2970 = -2700 (1+i) i = 10% -3000 (1+0,1) + a = -2700
a = 600 -1500 (1+0,10) + b = 0
b = 1650 -0 (1+0,10) + c = -300
c = 300 -300 (1+0,10) + 600 = d
d = 270
PW (10%) = 270 (P/F;10%;5) = 270 (0,6209) = 167,64
Page 8
of 13
Your preview ends here
Eager to read complete document? Join bartleby learn and gain access to the full version
- Access to all documents
- Unlimited textbook solutions
- 24/7 expert homework help
CSM724-701 Assignment 3
b.
Construct the original cash flows of the project and the terminal balance and fill in the
blanks in Table P5.21
.
n
An
Project Balance
0
-$3000
-$3000
1
$600
-$2700
2
$1470
-$1500
3
$1650
$0
4
$300
-$300
5
$600
$270
Q 26. Consider an investment project, the cash flow pattern of which repeats itself every five
years forever, as shown in the accompanying diagram. At an interest rate of 15%, compute the
capitalized equivalent amount for this project.
Ans) Given, i = 15%, number of years n= 5.
The corresponding annual series A of the above cycle,
A = [$100(P / A,15%, 2) + $40(P / A,15%, 2) (P / F,15%, 2) + $20(P / F,15%,5)] (A / P,15%, 5) = $66.13
And the Capitalized equivalent amount
CE of 15% interest rates,
CE (15%) = 66.13$ / 0.15
= 440.88$
Page 9
of 13
CSM724-701 Assignment 3
Q 27. A group of concerned citizens has established a trust fund that pays 5% interest,
compounded monthly, to preserve a historical building by providing annual maintenance funds
of $80,000 forever. Compute the capitalized equivalent amount for these building maintenance
expenses.
Ans) Given: r =5% compounded monthly, Maintenance cost = 80,000$ per year
The rate of interest, i = {1+(0.05/12)} ^12 = 5.116%
And the Capitalized equivalent amount
CE of 5.116% interest rates,
CE (5.116%) = 80,000$/0.06116 = 1,563,664$
Q 28. A newly constructed bridge costs $15,000,000. The same bridge is estimated to need
renovation every 15 years at a cost of $3,000,000. Annual repairs and maintenance are
estimated to be $1,000,000 per year. Comparing Mutually Exclusive Alternatives
a. If the interest rate is 5%, determine the capitalized cost of the bridge. b. Suppose that in (a), the bridge must be renovated every 20 years, not every 15 years. What is
the capitalized cost of the bridge? c. Repeat (a) and (b) with an interest rate of 10%. What can you say about the effect of interest
on the results?
Ans)
Given: Construction cost = $15,000,000, renovation cost = $3,000,000 every
15 years, annual Operation and Maintenance costs = $1,000,000 and i = 5% per year.
a)
P1 = 15,000,000$
P2 = {3,000,000$ (A/F, 5%, 15)} / 0.05
= 2,780,537$
P3 = 1,000,000$ / 0.05
Page 10
of 13
CSM724-701 Assignment 3
= 20,000,000$
CE (5%) = P1+P2+P3
= 15,000,000$ + 2,780,537$ + 20,000,000$
= 37,780,537$
b)
P1 = 15,000,000$
P2 = {3,000,000$(A/F, 5%, 20)} / 0.05
= 1,814,555$
CE (5%) = P1+P2+P3 = 36,814,555$
c)
In 15 year cycle with 10 % interest:
P1 = 15,000,000$
P2 = {3,000,000(A/F, 10%, 15)} / 0.1
= 944,213$
P3 = 1,000,000/0.1
= 10,000,000$
CE (10%) = P1+P2+P3
= 25,944,213$
In 20- year cycle with 10% of interest
: P1 = 15,000,000$
P2 = {3,000,000(A/F, 10%, 20)} / 0.1
= 523,789$
P3 = 1,000,000 / 0.1 = 10,000,000$
CE (10%) = P1+P2+P3 = 25,523,789$
Hence, as the interest rate increases, CE value decreases.
Q 29. To decrease the costs of operating a lock in a large river, a new system of operation is
proposed. The system will cost $830,000 to design and build. It is estimated that it will have to
be reworked every 10 years at a cost of $120,000. In addition, an expenditure of $80,000 will
have to be made at the end of the fifth year for a new type of gear that will not be available
Page 11
of 13
Your preview ends here
Eager to read complete document? Join bartleby learn and gain access to the full version
- Access to all documents
- Unlimited textbook solutions
- 24/7 expert homework help
CSM724-701 Assignment 3
until then. Annual operating costs are expected to be $70,000 for the first 15 years and $100,000
a year thereafter. Compute the capitalized cost of perpetual service at i =7%
Ans) Given: interest rate i=7%, Cost to design and build = $830,000, rework cost = $120,000 every
10 years, new type of gear = $80,000 at the end of 5th year, annual operating costs = $70,000 for the
first 15 years and $100,000 thereafter
CE (7%) = 830,000$ + {120,000$(A/F, 7%, 10)} / 0.07 + 80,000$ (P/F, 7%,5) + 70,000$ (P/A, 7%,
15) + {(100,000/0.07) (P/F, 7%, 15)
= 2,166,448.62$
Page 12
of 13
Related Documents
Related Questions
5
arrow_forward
Question: There are Two paybacks 1) Payback period X = 6 years and 2) Payback period Y =5 years Please tell Me why machine X is financially viable?
arrow_forward
A)
Consider the following two mutually exclusive projects:
Cash flow (A)
-RM300,000
20,000
50,000
50,000
390,000
i)
ii)
Year
0
1
2
3
4
Cash flow (B)
-RM40,000
19,000
12,000
18,000
10,500
If you apply the payback criterion, which investment will you choose if you
set the maximum payback period of 3 years?
If you apply the internal rate of return (IRR) criterion, which investment will
you choose, if you require a 15% return?
arrow_forward
4.
If the terminal balance of a 5-year project at 10% s0 then which one below is true?
A. The IRR of the project is less than 10%
B. The future worth of the project is greater than 0
C. Discounted payback perlod is 5 years
OD. The present worth of the project is less than 0
5 In an incremental IRR analysis, which analysis period should be used to compare 2 mutually altemative projects with 3 and
4 years of useful lives? (Assume an indefinite analynis perlod and that the projects are repeatable)
O A. B years
O B. 12 years
OC. 4 years
D. 3 years
arrow_forward
1.1 How does the risk and return trade-off can be applied in real life?
arrow_forward
1. A project that provides annual cash flows of $1,200 for nine years costs $6,000 today. Is this a good
project if the required return is 8 percent? What if it's 24 percent? At what discount rate would you
be indifferent between accepting the project and rejecting it?
The graph displays the project's NPV profile
NPV
1
0
-1
0.1
0.2
NPV Profile
0.3
0.4
Interest Rate
arrow_forward
Pm.3
Find out the profitability index (PI) of the following project assuming the required rate of return is 8%. Will you accept the project? Why?
year 0 1 2 3 4 5 Cash Flow ($) -250,000 50,000 40,000 120,000 80,000 45,000
Group of answer choices
Accept the project because the PI is equal to 1.06, which is larger than 0.
Accept the project because the PI is equal to 0.98, which is larger than 0.
Reject the project because the PI is equal to 1.06, which is larger than 1.
Reject the project because the PI is equal to 0.98, which is lower than 1.
Accept the project because the PI is equal to 1.06, which is larger than 1.
arrow_forward
Consider a project with the following cash flows:
Year
Cash Flow
- 10000
1
5000
5000
3
5000
4
5000
If the appropriate discount rate for this project is 15%, then the net present value (NPV) is closest to:
O A. $2,565
O B. $4,275
O C. $2,992
O D. $30,000
arrow_forward
4
A project has the following cash flows:
Year
Cash Flows
0
-$ 11,400
12
4,930
7,090
3
4
4,560
-1,700
Assuming the appropriate interest rate is 8 percent, what is the MIRR for this project using the discounting approach?
arrow_forward
which one is the answer? Why choose it?
arrow_forward
Consider a project with the following cash flows:
Year
Cash Flow
- 10000
1
4000
4000
3
4000
4
4000
Assume the appropriate discount rate for this project is 15%. The payback
period for this project is closest to:
O A. 3.75
О В. 2.5
О С. 3
O D. 2
arrow_forward
0
Question 3
A) A project requires the following cash
outlays: $10,000 now and $5,000 a year
from now. The project will give a cash
return of $5,000 annually for 6 years,
the first payment coming in after 3
years. The risk-free rate is 6%. If the
proper discount rate is 12%, would you
accept this project?
B) Evaluate a project with a
construction period of 3 years, an
operating period of 15 years, and an
initial investment of $30,000,000. The
project generates annual cash flows of
$7,000,000 during the operating phase.
Calculate the NPV and IRR for the entire
project, including both phases, using a
discount rate of 10%.
C) Describe the different risk and
mitigation techniques that may be used
in a power plant project, in controlling
(a) engineering risk; (b) completion risk;
and (c) market risk.
6:24 PM ✓
arrow_forward
Suppose you are offered a project with the following payments:
Year
Cash Flows
0
$ 9,800
1
−5,300
2
−4,000
3
−3,100
4
−1,700
a. What is the IRR of this offer?
Note: Do not round intermediate calculations and enter your answer as a percent rounded to 2 decimal places, e.g., 32.16.
b. If the appropriate discount rate is 15 percent, should you accept this offer?
c. If the appropriate discount rate is 21 percent, should you accept this offer?
d-1. What is the NPV of the offer if the appropriate discount rate is 15 percent?
Note: A negative answer should be indicated by a minus sign. Do not round intermediate calculations and round your answer to 2 decimal places, e.g., 32.16.
d-2. What is the NPV of the offer if the appropriate discount rate is 21 percent?
Note: A negative answer should be indicated by a minus sign. Do not round intermediate calculations and round your answer to 2 decimal places, e.g., 32.16.
arrow_forward
You are considering a project with an initial cost of $8245 and a required return of 11.6%. What is the discounted payback if
the expected cash flows are $3148, $3429, $2731, $3048, and $3930 respectively over the next 5 years?
a. 3.66 years
b. 3.66 years
c. 3.36 years ✔
d. 2.96 years
e. 2.98 years
arrow_forward
5. Calculating IRR A firm evaluates all of its projects by applying the IRR rule.
If the required return is 11 percent, should the firm accept the following project?
LO 3
Year
Cash Flow
-$157,300
1
74,000
87,000
46,000
arrow_forward
You are considering the following two mutually exclusive projects. The required rate of return is 11.25% for project A and 10.75% for project B. Which project should you accept?
YEAR
PROJECT A
PROJECT B
0
-$48,000
-$126,900
1
$18,400
$69.700
2
$31,300
$80,900
3
$11,700
$0
arrow_forward
You are considering an investment opportunity that requires an initial investment of $150 million in period 0. The project will generate only one future payment of $168 million at the end of the first year. The cost of capital is 8% . What is the IRR for the project? [Note that getting the actual value should not require trial and error or a financial calculator, because this is a simple case.]
A.
114%
B.
8%
C.
20%
D.
12%
E.
10.7%
F.
5.6%
G.
14%
H.
112%
arrow_forward
Question 4
You are considering a project with an initial cash outlay of $6000 and
expected free cash flows of $2000,2000,2000,2000,2000 and $3000 at
the end of each year for 6 years. What is modified internal rate of return
(MIRR) on this project if the cost of capital and reinvestment rate is the
same as 12 percent?
O 19.2222 %
O 4.80556 %
O 24.0278 %
O 28.8334 %
O 14.4167 %
arrow_forward
Ll 2 just need last one fixed
arrow_forward
Consider the following two mutually exclusive projects:
Year Cash Flow (A) Cash Flow (B)
0 −$350,000 −$35,000
1 25,000 17,000
2 70,000 11,000
3 70,000 17,000
4 430,000 11,000
Assume you require a 15 percent return on your investment and a payback of 4 years.
a. If you apply the discounted payback criterion, which investment will you choose?
Why?
b. If you apply the NPV criterion, which investment will you choose? Why?
c. Based on your answers in (a) and (b), what you can say anything about the IRR of
both projects? which project will you finally choose? Why?
arrow_forward
4. Calculating Discounted Payback (LO3) An investment project has annual cash inflows of $4,200, $5.300, $6.100, and
$7,400, and a discount rate of 14%. What is the discounted payback period for these cash flows if the initial cost is $7.000?
What if the initial cost is $10,000? What if it is $13,000?
arrow_forward
Q5: Solve the following two independent scenarios:
A. How much must be invested now to receive $30,000 for 10 years if the first $30,000 is received one year from now and the rate is 8%?
Future Value
PV FV Tables Factor
Present Value
PLEASE NOTE: All FV Factors will be rounded to three decimal places (i.e. 1.234). All dollar amounts will be with "$" and commas as needed and rounded to whole dollars (i.e. $12,345).
Use the appropriate EXCEL spreadsheet in the Chapter11 TVOM Examples.xlsx downloadto prove your answer above:
Using the appropriate EXCEL spreadsheet, the answer =
PLEASE NOTE: The dollar amount will be with "$" and commas as needed and rounded to two decimal places (i.e. $12,345.67).
B. Project A costs $5,000 and will generate annual after-tax net cash inflows of $1,800 for five years. What is the NPV using 8% as the discount rate?
Future Value
PV FV Tables Factor
Net Present Value
PLEASE NOTE: All FV Factors will be rounded to three…
arrow_forward
SEE MORE QUESTIONS
Recommended textbooks for you

Fundamentals of Financial Management (MindTap Cou...
Finance
ISBN:9781285867977
Author:Eugene F. Brigham, Joel F. Houston
Publisher:Cengage Learning

Related Questions
- 5arrow_forwardQuestion: There are Two paybacks 1) Payback period X = 6 years and 2) Payback period Y =5 years Please tell Me why machine X is financially viable?arrow_forwardA) Consider the following two mutually exclusive projects: Cash flow (A) -RM300,000 20,000 50,000 50,000 390,000 i) ii) Year 0 1 2 3 4 Cash flow (B) -RM40,000 19,000 12,000 18,000 10,500 If you apply the payback criterion, which investment will you choose if you set the maximum payback period of 3 years? If you apply the internal rate of return (IRR) criterion, which investment will you choose, if you require a 15% return?arrow_forward
- 4. If the terminal balance of a 5-year project at 10% s0 then which one below is true? A. The IRR of the project is less than 10% B. The future worth of the project is greater than 0 C. Discounted payback perlod is 5 years OD. The present worth of the project is less than 0 5 In an incremental IRR analysis, which analysis period should be used to compare 2 mutually altemative projects with 3 and 4 years of useful lives? (Assume an indefinite analynis perlod and that the projects are repeatable) O A. B years O B. 12 years OC. 4 years D. 3 yearsarrow_forward1.1 How does the risk and return trade-off can be applied in real life?arrow_forward1. A project that provides annual cash flows of $1,200 for nine years costs $6,000 today. Is this a good project if the required return is 8 percent? What if it's 24 percent? At what discount rate would you be indifferent between accepting the project and rejecting it? The graph displays the project's NPV profile NPV 1 0 -1 0.1 0.2 NPV Profile 0.3 0.4 Interest Ratearrow_forward
- Pm.3 Find out the profitability index (PI) of the following project assuming the required rate of return is 8%. Will you accept the project? Why? year 0 1 2 3 4 5 Cash Flow ($) -250,000 50,000 40,000 120,000 80,000 45,000 Group of answer choices Accept the project because the PI is equal to 1.06, which is larger than 0. Accept the project because the PI is equal to 0.98, which is larger than 0. Reject the project because the PI is equal to 1.06, which is larger than 1. Reject the project because the PI is equal to 0.98, which is lower than 1. Accept the project because the PI is equal to 1.06, which is larger than 1.arrow_forwardConsider a project with the following cash flows: Year Cash Flow - 10000 1 5000 5000 3 5000 4 5000 If the appropriate discount rate for this project is 15%, then the net present value (NPV) is closest to: O A. $2,565 O B. $4,275 O C. $2,992 O D. $30,000arrow_forward4 A project has the following cash flows: Year Cash Flows 0 -$ 11,400 12 4,930 7,090 3 4 4,560 -1,700 Assuming the appropriate interest rate is 8 percent, what is the MIRR for this project using the discounting approach?arrow_forward
- which one is the answer? Why choose it?arrow_forwardConsider a project with the following cash flows: Year Cash Flow - 10000 1 4000 4000 3 4000 4 4000 Assume the appropriate discount rate for this project is 15%. The payback period for this project is closest to: O A. 3.75 О В. 2.5 О С. 3 O D. 2arrow_forward0 Question 3 A) A project requires the following cash outlays: $10,000 now and $5,000 a year from now. The project will give a cash return of $5,000 annually for 6 years, the first payment coming in after 3 years. The risk-free rate is 6%. If the proper discount rate is 12%, would you accept this project? B) Evaluate a project with a construction period of 3 years, an operating period of 15 years, and an initial investment of $30,000,000. The project generates annual cash flows of $7,000,000 during the operating phase. Calculate the NPV and IRR for the entire project, including both phases, using a discount rate of 10%. C) Describe the different risk and mitigation techniques that may be used in a power plant project, in controlling (a) engineering risk; (b) completion risk; and (c) market risk. 6:24 PM ✓arrow_forward
arrow_back_ios
SEE MORE QUESTIONS
arrow_forward_ios
Recommended textbooks for you
- Fundamentals of Financial Management (MindTap Cou...FinanceISBN:9781285867977Author:Eugene F. Brigham, Joel F. HoustonPublisher:Cengage Learning

Fundamentals of Financial Management (MindTap Cou...
Finance
ISBN:9781285867977
Author:Eugene F. Brigham, Joel F. Houston
Publisher:Cengage Learning
