Questions
Consider a portion of monthly return data (In %) on 20-year Treasury Bonds from 2006–2010. Index...

Consider a portion of monthly return data (In %) on 20-year Treasury Bonds from 2006–2010.

Index Month Year Return
1 Jan 2006 3.34
2 Feb 2006 3.13
3 Mar 2006 4.67
4 Apr 2006 3.51
5 May 2006 3.8
6 Jun 2006 5.42
7 Jul 2006 4.6
8 Aug 2006 4.69
9 Sep 2006 4.62
10 Oct 2006 4.28
11 Nov 2006 5.08
12 Dec 2006 3.34
13 Jan 2007 3.91
14 Feb 2007 5.02
15 Mar 2007 3.91
16 Apr 2007 4.03
17 May 2007 4.85
18 Jun 2007 5.39
19 Jul 2007 4.66
20 Aug 2007 4.96
21 Sep 2007 4.82
22 Oct 2007 3.61
23 Nov 2007 3.23
24 Dec 2007 3.13
25 Jan 2008 5.31
26 Feb 2008 4.81
27 Mar 2008 5.06
28 Apr 2008 5.21
29 May 2008 3.83
30 Jun 2008 4.98
31 Jul 2008 4.7
32 Aug 2008 4.22
33 Sep 2008 4.36
34 Oct 2008 5.3
35 Nov 2008 4.72
36 Dec 2008 4.24
37 Jan 2009 5
38 Feb 2009 4.03
39 Mar 2009 5
40 Apr 2009 5.38
41 May 2009 3.61
42 Jun 2009 4.91
43 Jul 2009 3.81
44 Aug 2009 3.1
45 Sep 2009 3.88
46 Oct 2009 4.47
47 Nov 2009 3.39
48 Dec 2009 5.3
49 Jan 2010 4.98
50 Feb 2010 3.61
51 Mar 2010 3.94
52 Apr 2010 4.49
53 May 2010 4.49
54 Jun 2010 3.54
55 Jul 2010 4.17
56 Aug 2010 5.03
57 Sep 2010 3.79
58 Oct 2010 4.47
59 Nov 2010 4.74
60 Dec 2010 3.92

Estimate a linear trend model with seasonal dummy variables to make forecasts for the first three months of 2011. (Round answers to 2 decimal places.)

In: Statistics and Probability

You may need to use the appropriate technology to answer this question. Home values tend to...

You may need to use the appropriate technology to answer this question.

Home values tend to increase over time under normal conditions, but the recession of 2008 and 2009 has reportedly caused the sales price of existing homes to fall nationwide.† You would like to see if the data support this conclusion. The file HomePrices contains data on 30 existing home sales in 2006 and 40 existing home sales in 2009.

2006 ($)
213,100 226,200 239,100
214,300 161,700 181,200
228,600 222,100 228,900
235,800 219,400 238,800
301,800 264,200 320,200
315,000 118,900 172,400
137,500 212,800 175,400
311,400 296,900 292,500
287,700 246,500 195,600
155,300 152,400 211,200
2009 ($)
155,400 189,800 200,800 280,400
213,200 181,100 117,400 130,000
170,000 149,600 146,200 54,400
213,800 186,000 182,100 180,000
215,700 164,200 95,300 239,500
207,200 188,200 169,400 185,600
177,000 178,000 161,200 249,200
146,400 99,800 246,700 173,500
138,100 112,200 137,500 147,900
179,000 116,200 197,500 164,200

(a)

Provide a point estimate of the difference (in dollars) between the population mean prices for the two years. (Use year 2006 − year 2009. Round your answer to the nearest dollar.)

$

(b)

Develop a 99% confidence interval estimate of the difference (in dollars) between the resale prices of houses in 2006 and 2009. (Use year 2006 − year 2009. Round your answers to the nearest dollar.)

$  to $

(c)

Would you feel justified in concluding that resale prices of existing homes have declined from 2006 to 2009? Why or why not?

To answer this question, we need to conduct a hypothesis test.

State the null and alternative hypotheses. (Let μ1 = mean home price in 2006 and let μ2 = mean home price in 2009.)

H01 − μ2 > 0

Ha1 − μ2 ≤ 0

H01 − μ2 ≤ 0

Ha1 − μ2 > 0

    

H01 − μ2 ≠ 0

Ha1 − μ2 = 0

H01 − μ2 = 0

Ha1 − μ2 ≠ 0

H01 − μ2 ≤ 0

Ha1 − μ2 = 0

Find the value of the test statistic. (Round your answer to three decimal places.)

Find the p-value. (Round your answer to four decimal places.)

p-value =

State your conclusion. (Use α = 0.01)

Do not reject H0. We can conclude that existing home prices have declined between 2006 and 2009.

Do not reject H0. We can not conclude that existing home prices have declined between 2006 and 2009.  

Reject H0. We can conclude that existing home prices have declined between 2006 and 2009

.Reject H0. We can not conclude that existing home prices have declined between 2006 and 2009.

In: Math

The market for iron is perfectly competitive and all existing producers and potential entrants are identical....

The market for iron is perfectly competitive and all existing producers and potential entrants are identical. Consider the following information about the price of iron.

Between 2000 and 2005, the market price was stable at $2/pound.

In the first three months of 2006, the market price doubled reaching $4/pound, where it stayed for the remainder of 2006.

Throughout 2007 and 2008, the price declined, eventually reaching $2/pound by the end of 2008. Between 2008 and 2012, the price remained stable at $2/pound.

Assume that technology has not changed and that input prices have remained constant over the period. Using ONLY words, explain this pricing pattern over the period.

In: Economics

1.. Suppose $2000 is invested at 6% annual interest rate for 10 years and the interest...

1.. Suppose $2000 is invested at 6% annual interest rate for 10 years and the interest is compounded monthly. How much will the investment be worth at the end of the 10 years?

2. Suppose John invests his tax refund of $1666 in an account that earns interest compounded continuously at the rate of 3.5%. How much will John have in 7.5 years? Show your work details.

3. What is the present value of an account that will be worth $10,000 in 5 years if the annual interest rate is 10% and the interest is compounded continuously? Show your work details.

4.A company shows the following profit figures for the years 2000, 2004, and 2008. In 2000 the profit was $250 million; in 2004, the profit was $400 million; and, in 2008, the profit was $550 million. If x is the number of years after 2000, write a linear function representing this profit. Using this linear model determine what the projected profit will be in the year 2020. Show work details.

5. The table shows the year and the number of people unemployed in a particular city for several years. Determine whether the trend appears to be approximately linear. If so, and assuming the trend continues, in what year will the number of unemployed reach 15 people?

Year                          1990 1992 1994 1996 1998 2000 2002 2004 2006 2008

Number Unemployed 750   670   650   605   550   510   460   420   380   320

6. Wilbur and Cody are selling pies for a school fundraiser. Customers can buy cherry pies and blackberry pies. Wilbur sold 8 cherry pies and 2 blackberry pies for a total of $110. Cody sold 7 cherry pies and 6 blackberry pies for a total of $177. What is the cost each of one cherry pie and one blackberry pie? Show work details.

In: Finance

Number of Certified Organic Farms in the United States, 2001–2008 Year Farms 2001 5,974 2002 6,315...

Number of Certified Organic Farms
in the United States, 2001–2008
Year Farms
2001 5,974
2002 6,315
2003 7,032
2004 7,006
2005 7,486
2006 8,368
2007 9,932
2008 11,165

(a) Use Excel, MegaStat, or MINITAB to fit three trends (linear, quadratic, exponential) to the time series. (A negative value should be indicated by a minus sign. Do not round the intermediate calculations. Round your final answers to 2 decimal places.)

Exponential yt = 5256.1e .0861x

(b) Use each of the three fitted trend equations to make numerical forecasts for the next 3 years. (Round the intermediate calculations to 2 decimal places and round your final answers to 1 decimal place.)

t Exponential
  9      
  10      
  11      

I am having issue predicting the future trendlines.I got 11407.7, 12433.4, and 13551.4 and these were incorrect. Can you please help me learn what I am doing wrong.

In: Statistics and Probability

A) What is the cyclical deficit, and when is it appropriate to have such a deficit?...

A) What is the cyclical deficit, and when is it appropriate to have such a deficit? Why?

B) How do automatic stabilizers, on both the expenditure and revenue sides of the budget, respond during a recession?

C) Use the table below to answer the following questions. The federal deficit fell from $1,300 billion in 2011 to $680 billion in 2013. How much of this change was due to the growing economy? How much of this change was the result of fiscal restraint ?

Fiscal Year Budget Balance = Cyclical Component + Structural Component
2000 236 58 178
2001 128 −1 129
2002 −158 −83 −75
2003 −378 −107 −271
2004 −413 −58 −355
2005 −318 −20 −298
2006 −248 -11 −259
2007 −161 -17 −178
2008 −459 −26 −433
2009 −1,413 −251 −1,162
2010 −1,294 −300 −994
2011 −1,300 −254 −1,046
2012 −1,087 −191 −896
2013 −680 −189 −491

In: Economics

3. Inflation a) What is the difference between real and nominal GDP? _______________________________________________________________ _______________________________________________________________ b) Suppose...

3. Inflation a) What is the difference between real and nominal GDP? _______________________________________________________________ _______________________________________________________________

b) Suppose the base year is 2005, and the only goods in the economy are apples and bananas. In 2005 both apples and bananas cost $1, and 100 apples and 100 bananas are produced. In 2006, apples cost $20 and bananas cost $5, and 50 apples and 200 bananas are produced.

1. What is nominal GDP in 2005? _______ In 2006? _______ 2. What is real GDP in 2005? _______ In 2006? _______

3. What is the GDP deflator in 2005? _______ In 2006? _______

4. Suppose the fixed basket of goods is 1 apple and 2 bananas. 5. What is the level of the CPI in 2005? _______ In 2006? _______ 6. What is the CPI inflation rate from 2005 to 2006? _______

c) What are the three effects that bias the measurement of CPI? i. _____________________ ii. _____________________ iii. _____________________

d) Which of the three effects listed in part c does each of the following illustrate? 1. US households in 2010 spent a larger fraction of their income on televisions than they did in 1950. __________________________ 2. All televisions available in 2010 had higher resolution than any televisions available in 1950. __________________________ 3. In 1950, no US household had a plasma screen television, but in 2010 they are widely available. __________________________

e) Suppose the average television purchased in 1950 cost $200, and the average television purchased today costs $700.

1. What is the percentage change in the average television price? _______

2. Taking into account the effects in part c, is this percentage increase likely an underestimate or overestimate of the true change in the cost of televisions? ____________

3. Why? ____________________________________________________

In: Economics

Consider a portion of monthly return data (In %) on 20-year Treasury Bonds from 2006–2010. Date...

Consider a portion of monthly return data (In %) on 20-year Treasury Bonds from 2006–2010.

Date Return
Jan-06 3.13
Feb-06 4.15
Dec-10 4.48


Source: Federal Reserve Bank of Dallas.

Estimate a linear trend model with seasonal dummy variables to make forecasts for the first three months of 2011. (Round answers to 2 decimal places.)

Year Month yˆty^t
2011 Jan
2011 Feb
2011 Mar

DATA:

Index Month Year Return
1 Jan 2006 3.13
2 Feb 2006 4.15
3 Mar 2006 3.18
4 Apr 2006 4.94
5 May 2006 4.34
6 Jun 2006 4.19
7 Jul 2006 5.12
8 Aug 2006 5.26
9 Sep 2006 3.81
10 Oct 2006 3.1
11 Nov 2006 3.87
12 Dec 2006 4.89
13 Jan 2007 3.94
14 Feb 2007 3.42
15 Mar 2007 4.13
16 Apr 2007 3.54
17 May 2007 4.58
18 Jun 2007 4.19
19 Jul 2007 4.62
20 Aug 2007 3.89
21 Sep 2007 3.62
22 Oct 2007 3.92
23 Nov 2007 4.46
24 Dec 2007 3.23
25 Jan 2008 4.78
26 Feb 2008 4.71
27 Mar 2008 5.05
28 Apr 2008 3.46
29 May 2008 3.15
30 Jun 2008 4.82
31 Jul 2008 3.87
32 Aug 2008 3.78
33 Sep 2008 3.22
34 Oct 2008 5.39
35 Nov 2008 4.78
36 Dec 2008 5.5
37 Jan 2009 4.8
38 Feb 2009 5.2
39 Mar 2009 3.82
40 Apr 2009 4.52
41 May 2009 3.53
42 Jun 2009 4.66
43 Jul 2009 5.46
44 Aug 2009 3.49
45 Sep 2009 3.75
46 Oct 2009 4.84
47 Nov 2009 4.83
48 Dec 2009 4.35
49 Jan 2010 4.63
50 Feb 2010 5.32
51 Mar 2010 4.75
52 Apr 2010 3.28
53 May 2010 4.8
54 Jun 2010 3.21
55 Jul 2010 4.4
56 Aug 2010 3.31
57 Sep 2010 4.81
58 Oct 2010 5.4
59 Nov 2010 3.54
60 Dec 2010 4.48

In: Statistics and Probability

Toledo Toy, a manufacturer of infants’ blocks, presented the following data in its last annual report....

Toledo Toy, a manufacturer of infants’ blocks, presented the following data in its last annual report. This trend analysis begins with the year of formation, 2003.

2006

2005

2004

2003

Sales

$61,000

$41,000

$25,000

$13,000

Cost of Sales

$41,300

$28,175

$17,201

$9,000

Net Income

$9,919

$6,412

$3,850

$2,000

Cases of Blocks Shipped

33,126

22,681

13,900

7,400

Required:

a.

Using 2003 as the base year, perform a horizontal, common-size analysis.

b.

Comment on the results of the horizontal analysis.

In: Finance

The table below includes reading test scores for 30 students in a 6th grade class. Follow...

The table below includes reading test scores for 30 students in a 6th grade class. Follow the steps outlined in the Corder & Foreman’s textbook (pp. 24-27) to examine the sample’s skewness and kurtosis for normality for an alpha (α) level of .05. Your response should be organized according to those steps. Report your findings. (10 points) (5 points each for skewness and kurtosis. For each 5 points= 2 points for SPSS Printout, 2 points for Z, and 1 point for interpretation)

Sixth-Grade Reading Test Scores

79         74         78         70         80         72         75         80         83         80       

74         73         70         74         81         75         81         82         76         71        

76         74         81         74         74         77         76         74         80         76       

In: Statistics and Probability