Questions
Suppose the economy of Protoss consists of three people: Fenix, Zeratul, and Tassadar. The following table...

Suppose the economy of Protoss consists of three people: Fenix, Zeratul, and Tassadar. The following table shows their consumer spending at the given disposable income levels.

Disposable income (each person) Fenix Consumption Zeratul Consumption Tassadar Consumption
$2000

$1500

$1400

$1600
$4000 $2000 $1800 $2200

a. Identify each individual’s consumption function, i.e., the mathematical equation that describes the individual’s consumption schedule given income. (3 points)

b. Draw the individuals’ consumption functions. Label the graph fully. (3 points)

c. Identify aggregate consumption function. Show the intermediate steps. (Hint: You need to add individual disposable income and consumption spending.) (2 points)

d. On a separate graph, draw the aggregate consumption function. (1 point)

e. Suppose everyone’s disposable income becomes $6000. Calculate the individual consumption (for each person) and aggregate consumption. (2 points)

In: Economics

Modified problem. Please answer the questions a, b, c. Bowman Builders manufactures steel storage sheds for...

Modified problem. Please answer the questions a, b, c.

Bowman Builders manufactures steel storage sheds for commercial use. Joe Bowman, president of Bowman Builders, is contemplating producing sheds for home use. The activities necessary to build an experimental model and related data are given in the following table:
ACTIVITY NORMAL TIME CRASH TIME NORMAL COST ($) CRASH COST ($) IMMEDIATE PREDECESSORS
A 3 2 1000 1600
B 2 1 2000 2700
C 1 1 300 300
D 7 3 1300 1600 A
E 6 3 850 1000 B
F 2 1 4000 5000 C
G 4 2 1500 2000 D, E
a. What is expected project complete time (before crashing)?
b. Which activities should be crashed and by how much?
c. What is the additional project cost to crash to 10 weeks?

In: Statistics and Probability

Question 1 For the dataset: 20, 20, 10, 10, 40, 50, 20, 30, 10, 20, 50,...

Question 1

For the dataset: 20, 20, 10, 10, 40, 50, 20, 30, 10, 20, 50, 60, 20, 30, 50, 20, 30, 40, 30, 30, 30, 50, 40 calculate the max, min, mode, median and mean.(20%)

Draw a boxplot with inner and outer fence

For the data in part (i), if the value 60 was replaced by 2000, what would you call this value in the dataset? What could be the explanation for such a value? How can you through the boxplot decide if this value should be excluded from your analysis

Draw a histogram of the data with four equal sized classes and comment how close to a normal distribution the data look like being

What would be the new values for the three measures of central location with the value of 2000 instead of 60. Comment on the differences

Calculate the coefficient of variation for the population from which the data are drawn.

In: Finance

Analyze new monetary policy actions undertaken by the U.S. government from 2000 - 2010 by describing...

Analyze new monetary policy actions undertaken by the U.S. government from 2000 - 2010 by describing their intended effects, using macroeconomic principles to explain the actions.

•You should specifically state what the intent of the actions were - for instance, the Fed may have used expansionary policy to help expand the economy in response to a recession. Such policies could have been buying up government bonds - this puts money into the economy since the Fed is buying these bonds from a bank and then the bank can use that money in the economy. This open-market operation increases the money supply.

Then, use our macroeconomic principles and models (like the Supply and Demand of Money model, AD-AS model to show the impact of interest rates on equilibrium GDP, Phillips Curve, etc.) to explain why the action would lead to the outcome desired by the government.

please relate the answer to 2000-2010 and please add a reference, thank you so much!

In: Economics

• FIN Ltd is considering the purchase of a new photocopier to replace the existing one....

• FIN Ltd is considering the purchase of a new photocopier to replace the existing one. The following information is available.

• The total cost of the NEW is $16,000. The NEW is to be depreciated using the straight-line method with an effective life of 10 years.

• The OLD was purchased 5 years ago for $7500. When it was purchased, the asset had an expected useful life of 15 years and an estimated market value of zero at the end of its life. The machine currently has a market value of $1000.

• As a result of the NEW , sales in each of the next ten years are expected to increase by $2000, and product costs (excluding depreciation) will represent 50% of sales.

• As a result of the NEW, current assets will increase by $5,000 and current liabilities will increase by $2000. The net working capital will be recovered in the terminal year.

• The terminal value of the NEW at the end of Year 10 will be $3000.
• The company is subject to a 30% tax rate and the cost of capital is 15%.

i) Compute the NPV. Should FIN accept the project and why?

In: Finance

1.- Modern Portfolio Theory: A Portfolio of Risky Securities Is Not Necessarily a Risky Portfolio. Given...

1.- Modern Portfolio Theory: A Portfolio of Risky Securities Is Not Necessarily a Risky Portfolio.

Given the portfolio investments and the price changes below, compute the returns on the whole portfolio. Assume that you have the same amount invested in each stock. The initial amount is $2000 on each company for a total investment of $10,000.

            Initial Price      Shares Bought End of Year Price    Value at End of Year     Returns

Co. A                $40                                          $20     

Co. B                $80                                          $0

Co. C                $20                                          $50

Co. D                $60                                          $90

Co. E                 $50                                          $70

a) How many shares of each company are held in the portfolio given that the amount invested in each company is $2000?

b) What is the value of each security and the total portfolio at the end of the year?

c) What is the total portfolio return for the year?

d) Confirm the answer in part c) by calculating the weighted average portfolio return.                           Portfolio Returns = WA*RA + WB*RB + ….

In: Finance

In a large midwestern university (the class of entering freshmen is 6000 or more students), an...

In a large midwestern university (the class of entering freshmen is 6000 or more students), an SRS of 100 entering freshmen in 1999 found that 20 finished in the bottom third of their high school class. Admission standards at the university were tightened in 2000. In 2001, an SRS of 100 entering freshmen found that 10 finished in the bottom third of their high school class. Let p1 and p2 be the proportion of all entering freshmen in 1999 and 2001, respectively, who graduated in the bottom third of their high school class.Is there evidence that the proportion of freshmen who graduated in the bottom third of their high school class in 2001 has been reduced, as a result of the tougher admission standards adopted in 2000, compared with the proportion in 1999? To determine this, you test the hypotheses H0: p1 = p2, Ha: p1 > p2. What conclusion should we make if we test at the 0.05 level of significance?

A. We reject the null hypothesis

B. We fail to reject the null hypothesis

.

In: Statistics and Probability

Consumer Reports provided extensive testing and ratings for more than 100 HDTVs. An overall score, based...

Consumer Reports provided extensive testing and ratings for more than 100 HDTVs. An overall score, based primarily on picture quality, was developed for each model. In general, a higher overall score indicates better performance. The following (hypothetical) data show the price and overall score for the ten 42-inch plasma televisions (Consumer Report data slightly changed here): Brand Price (X) Score (Y) Dell 3800 50 Hisense 2800 45 Hitachi 2700 35 JVC 3000 40 LG 3500 45 Maxent 2000 28 Panasonic 4000 57 Phillips 3200 48 Proview 2000 22 Samsung 3000 30 Use the above data to develop and estimated regression equation. Compute Coefficient of Determination and correlation coefficient and show their relation. Interpret the explanatory power of the model. Estimate the overall score for a 42-inch plasma television with a price of $3600. Perform test of significance for slope coefficient.

In: Math

write a java program that implements the splay tree data structure for the dictionary abstract data...

write a java program that implements the splay tree data structure for the dictionary abstract data type.

Initially the program reads data from "in.dat", and establishes an ordinary binary search tree by inserting the data into the tree. The data file contains integers, one per line.

in.dat file contents:

3456
5678
1234
2369
7721
3354
1321
4946
3210
8765

Then the program starts an interactive mode. The commands are as follows.

S 1000 - splay the tree at 1000

F 2000 - search/find the node with key 2000

I 3000 - insert a node with key 3000

D 4000 - delete the node with key 4000

For each command,

1. Report appropriate message after the command is executed. Examples are:

Splay is done

Search is successful

Search is unsuccessful

The key is inserted into the tree

Duplicated keys

The key is deleted from the tree

The key is not in the tree

2. Display the new tree.

In: Computer Science

QUESTION 35 Which is the recommend decision alternative using the conservative approach? Use the following payoff...

QUESTION 35

  1. Which is the recommend decision alternative using the conservative approach?

    Use the following payoff table for a maximization problem.

    Decision Alternative

    State of nature 1

    State of nature 2

    D1

    6

    7

    D2

    –2

    2

    D3

    2

    –3

    D4

    10

    4

    a.

    D1

    b.

    D2

    c.

    D3

    d.

    D4

    e.

    None of the above

1.5 points   

QUESTION 36

  1. You would like to invest in one of the three available investment plans: money market, bonds, or stocks. The payoffs (profits) of each plan under two possible future economic conditions, PE (poor economy) and GE (good economy), are shown below. The probability of the occurrence of PE is 0.2.

    PE GE

    Money Market 1000 2000

    Bonds 3000 2500

    Stocks 2000 4500

    Suppose that before making the investment decision, you consider hiring an economist who can provide either U = "unfavorable" or F = "favorable" report concerning the future economic conditions. Assume that the following information is also available:

    P(U/PE) = 0.6   P(F/PE) = 0.4

    P(U/GE) = 0.2   P(F/GE) = 0.8

    What is the posterior probability P(PE/F)?

    a.

    0.238

    b.

    0.047

    c.

    0.089

    d.

    0.111

    e.

    None of the above

QUESTION 38

  1. You would like to invest in one of the three available investment plans: money market, bonds, or stocks. The payoffs (profits) of each plan under two possible future economic conditions, PE (poor economy) and GE (good economy), are shown below. The probability of the occurrence of PE is 0.2.

    PE GE

    Money Market 1000 2000

    Bonds 3000 2500

    Stocks 2000 4500

    In the light of the expected value approach, the expected profit for the best decision alternative is

    a.

    1200

    b.

    3600

    c.

    4000

    d.

    5100

    e.

    None of the above

1.5 points   

QUESTION 39

  1. You would like to invest in one of the three available investment plans: money market, bonds, or stocks. The payoffs (profits) of each plan under two possible future economic conditions, PE (poor economy) and GE (good economy), are shown below. The probability of the occurrence of PE is 0.2.

    PE GE

    Money Market 1000 2000

    Bonds 3000 2500

    Stocks 2000 4500

    Suppose that before making the investment decision, you consider hiring an economist who can provide either U = "unfavorable" or F = "favorable" report concerning the future economic conditions. Assume that the following information is also available:

    P(U/PE) = 0.6   P(F/PE) = 0.4

    P(U/GE) = 0.2   P(F/GE) = 0.8

    What is the best decision alternative when a favorable report is provided by the economists?

    a.

    Stocks

    b.

    Money Market

    c.

    Bonds

    d.

    Both Money Market and Stocks

    e.

    None of the above

1.5 points   

QUESTION 40

  1. Which is the recommend decision alternative using the optimistic approach?

    Use the following payoff table for a maximization problem.

    Decision Alternative

    State of nature 1

    State of nature 2

    D1

    6

    7

    D2

    –2

    2

    D3

    2

    –3

    D4

    10

    4

    a.

    D1

    b.

    D3

    c.

    D4

    d.

    D3

    e.

    None of the above

Answer all questions

In: Statistics and Probability