Excel Risk Assignment 2 Spreadsheet (3)
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Washington State University *
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Subject
Finance
Date
Jan 9, 2024
Type
xlsx
Pages
6
Uploaded by ConstableJellyfish18213
Stand-alone Investment Inc.
Franchise A
Projected rate of return (k)
Probability (P)
Probable Return Deviation
-5
0.05
-0.25
-14.7
-1
0.2
-0.2
-10.7
10
0.5
5
0.3
17
0.2
3.4
7.3
35
0.05
1.75
25.3
Expected rate of return
9.7
Franchise B
Projected rate of return (k)
Probability (P)
Probable Return Deviation
1
0.2
0
-4.1
3
0.2
1
-2.1
5
0.4
2
-0.1
10
0.1
1
4.9
13
0.1
1
7.9
Expected rate of return
5
Portfolio Investing Inc.
Portfolio A
Company
Investment ($M)
Rate of Return
Beta
Stock A
100
7
0.95
Stock B
120
6.5
0.9
Stock C
220
15
1.4
Stock D
400
10
1.2
Stock E
160
2.5
0.5
Total
1000
Portfolio Investing Inc.
Portfolio A
Company
Investment ($M)
Rate of Return
Beta
Stock A
100
7
0.95
Stock B
120
6.5
0.9
Stock C
220
15
1.4
Stock D
400
10
1.2
Stock E
160
2.5
0.5
Stock F
300
9.5
Total
1300
Franchise A
Deviation^2
Variance
Projected rate of return (k
216.09
10.8045
-3
114.49
22.898
-1
0.09
0.045
10
53.29
10.658
17
640.09
32.0045
35
Standard deviation
8.7412813706
CV
0.901163027897
Deviation^2
Variance
16.81
3.362
4.41
0.882
0.01
0.004
24.01
2.401
62.41
6.241
CV
3.590264614203
0.703973453765
Weight
Weight x Return
Beta x Weight
0.1
0.7
0.095
0.12
0.78
0.108
0.22
3.3
0.308
0.4
4
0.48
0.16
0.4
0.08
9.18
1.071
Weight
Weight x Return
0.076923076923077 0.538461538462
0.092307692307692
0.6
0.169230769230769 2.538461538462
0.307692307692308 3.076923076923
0.123076923076923 0.307692307692
0.230769230769231 2.192307692308
9.253846153846
Probability (P)Probable RetuDeviation
Deviation^2
Variance
0.2
-0.6
-12.7
161.29
32.258
0.2
-0.2
-10.7
114.49
22.898
0.2
2
0.3
0.09
0.018
0.2
3.4
7.3
53.29
10.658
0.2
7
25.3
640.09
128.018
Expected rate
11.6
Standard devia13.92300255
CV
1.20025884
4a). When you increase th
creating a more positve ra
4b). When you make all o
the coefficaent varaition w
5b). I would invest in fracn
lower return rate of return
6b). I would invest in frac
Although there are is a lo
7b). I would choose franc
comfortable investing in
9b). The expected rate o
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10b). you can expected
he
projected return of the first value,
it changes the rate of return
ate of return for the investors. The coefficent variation went down.
of the probabilities the same
expected rate of return when up and
went up
nhise A because there is a higher rate of return. Franchise B has a
n.
cnhise B becuase there is a lower risk based on the standard deviation .
ower amount of return, I would go with something with a lower risk.
chise b again because of the lower risk aspect. I would be more
a franchise with a lower EROR and lower risk.
of return increased when we added stock F.
a rate of return to be 7.1% above the average market return.
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Related Questions
9.36 The fouT mutuzlly exclusive alternatives below are being
compared using the B/C method. What altemative, if any,
should be selected?
Initial
Investment,
Incremental B/C
When Compared
With Altemative
Altemative
S Millions
BC Ratio
K L
20
0.40 ---
25
33
0.96
122
K
1.42 2.14 ---
0.72 0.80 0.08--
45
0.39
I.
Activate Winde
PC settings to
DFocus
SAN FRACISCO.CA
arrow_forward
Four alternatives (Alternatives A, B, C, and D) described below are being evaluated.
Incremental Rate of Return, %,
When Compared with
Alternative
B
Alternative
A
B
C
D
Initial
Investment, $
- 30,000
- 71,000
- 95,000
- 110,000
Overall Rate
of Return. %
16.9
15
17.5
10
A
18.7
19.2
16.7
15
C
10
1)
A) If the alternatives are independent, which one(s) should be selected at
a MARR of 15% per year? There is no budget limit.
B) If the alternatives are mutually exclusive (ME), which one should be
selected at
a MARR of 17% per year? {Hint: Consider Do Nothing (DN)}
2)
B/C Analysis - Single Project:
Calculate the conventional B/C ratio for a county government project
that is predicted to
have the following cash flows:
• Costs of $1,900,000 per year
• Benefits of $2,100, 000 per year
Disbenefits of $250,000 per year.
Should the county government invest in that project?
Please explain your answer. (meaning: explain why you think the government
should or should not invest in the project).
3)…
arrow_forward
Five alternatives are being evaluated by the incremental
rate of return method.
Incremental
Rate of Return, %
Initial
Overall ROR
Alternative Investment, $ versus DN, % A
B C D
E
-25,000
-35,000
-40,000
-60,000
-75,000
A
9.6
27.3 9.4 35.3 25.0
15.1
38.5 24.4
C
13.4
46.5 27.3
D
25.4
6.8
E
20.2
(SO2PI1) If the projects above are
mutually exclusive and the MARR is
20% per year, the best alternative is
Select one:
О а. В
O b. C
O c. D
O d. E
arrow_forward
Based on the information below which projects will we choose based on weighted average profitabiltity Index if we only have OMR500,000 to invest?
Project
NPV
Investment
PI
A
130,000
200,000
B
241,250
225,000
C
294,250
275,000
D
262,000
250,000
Select one:
a. WAPI AD
b. WAPI AB
c. WAPI BD
d. WAPI BC
arrow_forward
1. The president of the Martin Company is considering two alternative invest-
ments, X and Y. If each investment is carried out, there are four possible
outcomes. The present value of net profit and probability of each outcome
follow:
Investment X
Investment Y
Net Present
Net Present
Outcome
Value
Probability Outcome
Value
$12 million
Probability
0.1
$20 million
0.2
A
8 million
10 million
2
0.3
B
9 million
0.3
3
0.4
6 million
0.1
3 million
0.1
D
11 million
0.5
a. What are the expected present value, standard deviation, and coefficient
of variation of investment X?
b. What are the expected present value, standard deviation, and coefficient
of variation of investment Y?
c. Which investment is riskier?
d. The president of the Martin Company has the utility function
arrow_forward
Question 2 You must choose between two investments, X and Y . The profitability index (PI), net present value (NPV) and internal rate of return (IRR) of the two investments are as follows: Criteria Investment X Investment Y NPV R44 000 −R22 000 PI 1,945 0,071 IRR 16,00% 8,04% Which investment(s) should you choose, taking all the above criteria into consideration, if the cost of capital is equal to 12% per year? [1] X [2] Y [3] Both X and Y [4] Neither X nor Y [5] Too little information to make a decision 17 DSC1630
arrow_forward
Consider the following two projects:
Project
Year 0
Year 1
Year 2
Cash Flow
Cash Flow Cash Flow
A
B
- 100
-73
40
30
30
The profitability index for project B is closest to:
OA. 25.99
B. 0.1
O C. 17.33
O D. 0.17
50
Year 3
Cash Flow
60
30
Year 4
Cash Flow
N/A
30
Discount
Rate
0.15
0.15
arrow_forward
KLA Cost
Ziege Systems is considering the following
independent projects for the coming year
Project Required Investorent Rate of Return Risk
A
$4 million
12.25%
Hish
High
$5 million
Low
B
C
DEFGH
$3 million
$2 million
$6 million
$5 million
$6 million
$3 million
500
14.75
10.25
9.75
13.25
13.25
7.75
12.25
million
Average
High
Average
Low
Low
}
If Ziege con only invest a total of $13 million
what would be the dollar size of its capital budget?
$ million
What would be the dollar size of its capital
budget?
$
arrow_forward
Suppose the following two independent investment opportunities are available to a
company. The appropriate discount rate is 8 percent.
Year
O
1
2
3
Project
Alpha
-$4,500
b.
2,300
2,200
1,450
a. Compute the profitability index for each of the two projects. (Do not round
intermediate calculations and round your answers to 3 decimal places, e.g., 32.161.)
Project Alpha
Project Beta
Project Beta
-$ 6,100
1,350
4,500
4,000
Profitability Index
Which project(s), if either, should the company accept based on the profitability index
rule?
Project Alpha
O Project Beta
Neither project
O Both projects
arrow_forward
Consider the following two projects:
Project Year 0 Year 1 Year 2 Year 3 Year 4 Year 5 Year 6 Year 7 Discount
C/F
C/F C/F
Alpha -79
20
Beta -80
25
20
225
C/F
C/F
C/F
C/F
C/F
Rate
30
25
22
35
40
N/A
N/A
17%
25
25
25
25
14%
Assume that projects Alpha and Beta are mutually exclusive. The correct investment decision and the best rationale for that decision is to
O A. invest in project Beta, since NPV
> 0.
Beta
OB. invest in project Beta, since IRR IRRA
C. invest in project Beta, since NPV
> NPV
Beta
> 0.
Alpha
< NPV
Beta
Alpha
OD. invest in project Alpha, since NPV
arrow_forward
Saved
A company is considering the following three Investment projects (Ignore income taxes.):
Investment required
Present value of cash inflows
Project C
$46,800
$ 51,948
Project D
$ 53,300
$ 61,828
Project E
$110,500
$ 120,445
Rank the projects according to the profitablity index, from most profitable to least profitable.
Multiple Choice
D. C. E
C.E. D
E. C. D
E. D. C
arrow_forward
Salalah company management is considering two competing investment Projects A and B.YearInitial Investment
12345Project A 8000 2750 2750 2750 2750 2750Project B 8000 3000 3000 3000 3000 3000DISCOUNT RATE 5.05%Q1) Use the information below and help the management in choosing the most desirable Project using all the following techniques:1) Payback Period Technique.2) Discounted Payback Period Technique.3) Net Present Value Technique4) Profitability Index Technique.Q2) Based on your solution or answer to question 1, comment as to which proposal is better and why?
arrow_forward
Enclosure Kit Corral...
6.36 The four alternatives described below are being evaluated. This question has three parts
Part 2: If the proposals are mutually exclusive, which one should be selected at a MARR of 14.5% per year?
Incremental Rate of Return, %, When
Compared with Alternative
Initial
Overall Rate
Alternative
C
Investment, $
Return, %
-60,000
11.7
В
-90,000
22.2
43.3
-140,000
17.9
22.5
10.0
-190,000
15.8
17.8
10.0
10.0
C1
arrow_forward
Consider the following two projects:
Project
Year 0
Year 1
Year 2
Year 3
Year 4
Discount
Cash Flow Cash Flow Cash Flow Cash Flow Cash Flow
Rate
A
- 100
40
50
60
N/A
0.18
B
- 73
30
30
30
30
0.18
Assume that projects A and B are mutually exclusive. The correct investment decision and the best rationale for that decision is to
A. invest in project B, since NPV, > NPV,
A
B. invest in project A, since NPV, > 0.
OC. invest in project A, since NPV, IRR,
A'
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Related Questions
- 9.36 The fouT mutuzlly exclusive alternatives below are being compared using the B/C method. What altemative, if any, should be selected? Initial Investment, Incremental B/C When Compared With Altemative Altemative S Millions BC Ratio K L 20 0.40 --- 25 33 0.96 122 K 1.42 2.14 --- 0.72 0.80 0.08-- 45 0.39 I. Activate Winde PC settings to DFocus SAN FRACISCO.CAarrow_forwardFour alternatives (Alternatives A, B, C, and D) described below are being evaluated. Incremental Rate of Return, %, When Compared with Alternative B Alternative A B C D Initial Investment, $ - 30,000 - 71,000 - 95,000 - 110,000 Overall Rate of Return. % 16.9 15 17.5 10 A 18.7 19.2 16.7 15 C 10 1) A) If the alternatives are independent, which one(s) should be selected at a MARR of 15% per year? There is no budget limit. B) If the alternatives are mutually exclusive (ME), which one should be selected at a MARR of 17% per year? {Hint: Consider Do Nothing (DN)} 2) B/C Analysis - Single Project: Calculate the conventional B/C ratio for a county government project that is predicted to have the following cash flows: • Costs of $1,900,000 per year • Benefits of $2,100, 000 per year Disbenefits of $250,000 per year. Should the county government invest in that project? Please explain your answer. (meaning: explain why you think the government should or should not invest in the project). 3)…arrow_forwardFive alternatives are being evaluated by the incremental rate of return method. Incremental Rate of Return, % Initial Overall ROR Alternative Investment, $ versus DN, % A B C D E -25,000 -35,000 -40,000 -60,000 -75,000 A 9.6 27.3 9.4 35.3 25.0 15.1 38.5 24.4 C 13.4 46.5 27.3 D 25.4 6.8 E 20.2 (SO2PI1) If the projects above are mutually exclusive and the MARR is 20% per year, the best alternative is Select one: О а. В O b. C O c. D O d. Earrow_forward
- Based on the information below which projects will we choose based on weighted average profitabiltity Index if we only have OMR500,000 to invest? Project NPV Investment PI A 130,000 200,000 B 241,250 225,000 C 294,250 275,000 D 262,000 250,000 Select one: a. WAPI AD b. WAPI AB c. WAPI BD d. WAPI BCarrow_forward1. The president of the Martin Company is considering two alternative invest- ments, X and Y. If each investment is carried out, there are four possible outcomes. The present value of net profit and probability of each outcome follow: Investment X Investment Y Net Present Net Present Outcome Value Probability Outcome Value $12 million Probability 0.1 $20 million 0.2 A 8 million 10 million 2 0.3 B 9 million 0.3 3 0.4 6 million 0.1 3 million 0.1 D 11 million 0.5 a. What are the expected present value, standard deviation, and coefficient of variation of investment X? b. What are the expected present value, standard deviation, and coefficient of variation of investment Y? c. Which investment is riskier? d. The president of the Martin Company has the utility functionarrow_forwardQuestion 2 You must choose between two investments, X and Y . The profitability index (PI), net present value (NPV) and internal rate of return (IRR) of the two investments are as follows: Criteria Investment X Investment Y NPV R44 000 −R22 000 PI 1,945 0,071 IRR 16,00% 8,04% Which investment(s) should you choose, taking all the above criteria into consideration, if the cost of capital is equal to 12% per year? [1] X [2] Y [3] Both X and Y [4] Neither X nor Y [5] Too little information to make a decision 17 DSC1630arrow_forward
- Consider the following two projects: Project Year 0 Year 1 Year 2 Cash Flow Cash Flow Cash Flow A B - 100 -73 40 30 30 The profitability index for project B is closest to: OA. 25.99 B. 0.1 O C. 17.33 O D. 0.17 50 Year 3 Cash Flow 60 30 Year 4 Cash Flow N/A 30 Discount Rate 0.15 0.15arrow_forwardKLA Cost Ziege Systems is considering the following independent projects for the coming year Project Required Investorent Rate of Return Risk A $4 million 12.25% Hish High $5 million Low B C DEFGH $3 million $2 million $6 million $5 million $6 million $3 million 500 14.75 10.25 9.75 13.25 13.25 7.75 12.25 million Average High Average Low Low } If Ziege con only invest a total of $13 million what would be the dollar size of its capital budget? $ million What would be the dollar size of its capital budget? $arrow_forwardSuppose the following two independent investment opportunities are available to a company. The appropriate discount rate is 8 percent. Year O 1 2 3 Project Alpha -$4,500 b. 2,300 2,200 1,450 a. Compute the profitability index for each of the two projects. (Do not round intermediate calculations and round your answers to 3 decimal places, e.g., 32.161.) Project Alpha Project Beta Project Beta -$ 6,100 1,350 4,500 4,000 Profitability Index Which project(s), if either, should the company accept based on the profitability index rule? Project Alpha O Project Beta Neither project O Both projectsarrow_forward
- Consider the following two projects: Project Year 0 Year 1 Year 2 Year 3 Year 4 Year 5 Year 6 Year 7 Discount C/F C/F C/F Alpha -79 20 Beta -80 25 20 225 C/F C/F C/F C/F C/F Rate 30 25 22 35 40 N/A N/A 17% 25 25 25 25 14% Assume that projects Alpha and Beta are mutually exclusive. The correct investment decision and the best rationale for that decision is to O A. invest in project Beta, since NPV > 0. Beta OB. invest in project Beta, since IRR IRRA C. invest in project Beta, since NPV > NPV Beta > 0. Alpha < NPV Beta Alpha OD. invest in project Alpha, since NPVarrow_forwardSaved A company is considering the following three Investment projects (Ignore income taxes.): Investment required Present value of cash inflows Project C $46,800 $ 51,948 Project D $ 53,300 $ 61,828 Project E $110,500 $ 120,445 Rank the projects according to the profitablity index, from most profitable to least profitable. Multiple Choice D. C. E C.E. D E. C. D E. D. Carrow_forwardSalalah company management is considering two competing investment Projects A and B.YearInitial Investment 12345Project A 8000 2750 2750 2750 2750 2750Project B 8000 3000 3000 3000 3000 3000DISCOUNT RATE 5.05%Q1) Use the information below and help the management in choosing the most desirable Project using all the following techniques:1) Payback Period Technique.2) Discounted Payback Period Technique.3) Net Present Value Technique4) Profitability Index Technique.Q2) Based on your solution or answer to question 1, comment as to which proposal is better and why?arrow_forward
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