Question
In: Civil Engineering
Problems 3, 4 and 5 refer to the following alternatives on the table below Consider the...
Problems 3, 4 and 5 refer to the following alternatives on the table below
Consider the following alternatives that have a ten-year useful life. The MARR is 10%
| A | B | C | |
|---|---|---|---|
| Initial Cost | 800 | 300 | 150 |
| Uniform Annual Benefit (s) | 142 | 60 | 33.5 |
3. Based on Benefit-Cost ratio analysis, the alternative to be selected is
(A) Alternative A
(B) Alternative B
(C) Alternative C
(D) No Alternative
4. Based on Payback Period, the alternative to select is
(A) Alternative A
(B) Alternative B
(C) Alternative C
No Alternative
5. Based on Future Worth, the alternative to select is
(A) Alternative A
(B) Alternative B
(C) Alternative C
(D) No Alternative
Solutions
Ally Wells answered 11 months agoRelated Solutions
Consider the mutually exclusive alternatives given in the table below. MARR is 5 % per year....
Consider the mutually exclusive alternatives given in the table
below. MARR is 5 % per year. Assuming repeatability, what is the
equivalent annual worth of the most profitable alternative? (Do not
enter the dollar sign $ with your answer.)
_____________________________________________________________
X Y Z
_____________________________________________________________
Capital
investment $50,000
$25,000
$40,000
Annual
savings $15,000
$8,000
$12,000
Useful
life
(years) 10 15
20
_____________________________________________________________________________
Consider the following data table: x 8 5 4 6 2 5 3 y 1 3...
Consider the following data table:
x
8
5
4
6
2
5
3
y
1
3
6
3
7
2
5
(15 points) Create a scatterplot of the data either by hand or
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Table refer to a monopolist demand and cost schedules. Quantity Demanded 0 1 3 4 5...
Table refer to a monopolist demand and cost schedules.
Quantity Demanded
0
1
3
4
5
6
Demand Price
20
18
16
14
12
10
8
Quantity Supplied
0
1
2
3
4
5
6
Total Cost
10
14
20
30
42
56
72
NB. Whole table
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and economic profits.
Why is this position an equilibrium position for the
monopolist.
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int[] pQueue;
int length;
int dequeue()
{
int node = 1;
int value = pQueue[--length];
int maxValue = pQueue[node];
int location = sift(node * 2, value);
pQueue[location] = value;
return maxValue;
}
int sift(int node, int value)
{
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{
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Question Consider the following table. Defects in batch Probability 2 0.35 3 0.23 4 0.20 5...
Question
Consider the following table.
Defects in
batch
Probability
2
0.35
3
0.23
4
0.20
5
0.09
6
0.07
7
0.06
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Homework Help:
3VA. Calculating the mean, variance, and standard deviation of
discrete variables (Links to an external site.) (4:35)
3DC. Mean, expected value, variance, and standard deviation of
discrete variables (Links to an external site.) (DOCX)
Group of answer choices
3.48
4.50
1.51
2.27
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$2.468
$2.343
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