Questions
Name at least two changes brought about by Sarbanes Oxley (SOX) Act of 2002.

Name at least two changes brought about by Sarbanes Oxley (SOX) Act of 2002.

In: Finance

ACTIVITY 2 Use the information below to calculate the CPI and inflation rate Basket                  8 pair...

ACTIVITY 2

Use the information below to calculate the CPI and inflation rate

Basket                  8 pair of shoes                  4 oil changes

Year

Price of shoes

Price of oil changes

2003

$50

$15

2004

$60

$20

2005

$70

$25

2006

$80

$30

2007

$90

$35

Compute the cost of the basket of goods.

2003

2004

2005

2006

2007

Calculate the CPI use 2003 as the base year.

2003

2004

2005

2006

2007

Calculate the inflation rate use beginning with the inflation rate between 2003 and 2004

2004

2005

2006

2007

Use the information below to calculate the CPI and the Inflation rate

Basket                  10 DVDs                             6 gallons of Milk

Year

Price of DVDs

Price of gallon of milk

2004

$8

$2

2005

$12

$3

2006

$16

$4

2007

$20

$5

Compute the cost of the basket of goods

2004

2005

2006

2007

Calculate the CPI use 2004 as the base year.

2004

2005

2006

2007

Calculate the inflation rate beginning with the inflation rate between 2004 and 2005

2005

2006

2007

Suppose a local news anchorperson in 1960 made $30,000 and the price level in 1960 was 45. Today’s price level is 210. What is the 1960’s local news anchorperson salary worth in today’s dollars.(This is similar to the Babe Ruth example in the notes

Suppose the nominal interest rate is 14% and the inflation rate is 5%. What is the real interest rate?

Suppose the real interest rate is 7% and the inflation rate is 6%. What is the nominal interest rate?

In: Economics

Bond Redemption St. Wyncomb Co. issued 10 percent, $420,000 face value bonds with a 20 year...

Bond Redemption

St. Wyncomb Co. issued 10 percent, $420,000 face value bonds with a 20 year maturity at 96 on Jnuary 1, 2002. The bonds are callable at 104 after one year. St. Wyncomb Co. decided to call the bonds after interest rates dropped on December 31. 2004. To finance the retirement, St. Wyncomb issued 8 percent, $440,000 face value bonds with a 20 year maturity at 102 on December 31, 2004.

1. Prepare an amortization schedule for the first three years for the original bonds, and the first two years of the new bonds.

2. Prepare the journal entries to recorn the following.

a. Issue of original bonds.

b. Annual interest payment in the year of the redemption, 2004 for the original bonds.

c. Isue of new bonds.

d. Redemption of original bonds.

e. First annual interest payment for the new bonds.

3. Prepare a T-Account for the dincount accond for the original bonds.

****Please show work so I can follow along****

In: Accounting

Use the Housing Interest Rate database (see DATA at bottom of this question) In this part...

Use the Housing Interest Rate database (see DATA at bottom of this question)

In this part using Housing Interest Rate database, the objective is to compare the variation in the FIXED_RATE between two periods; before 2000 and after year 2000.

  • i) Using descriptive statistics measures to interpret the shape of FIXED_RATE variable, calculate any outlier(s) finally verify whether if the empirical rule applies to the FIXED_RATE distribution.  Use an appropriate graph to confirm your findings.
  • ii) Use a random generating procedure to draw a random sample of size 80 with respect to the “before and after year 2000 “factor.  Indicate which sampling method you used.  Using your sample data, calculate which period shows more variation in the FIXED_RATE.  Using the sample data, what is the   sampling error of FIXED_RATE?



I WILL GIVE YOU THUMBS UP AND EXCELLENT REVIEWS FOR HELP/GUIDANCE WITH THIS. ANY HELP WILL BE GREATLY APPRECIATED! THANK YOU!

DATA:

YEAR MONTH FIXED_RATE% STARTS in $100 # Houses SOLD
1990 1 9.81 1551 45
1990 2 9.97 1437 50
1990 3 10.03 1289 58
1990 4 10.14 1248 52
1990 5 10.22 1212 50
1990 6 10.21 1177 50
1990 7 10.2 1171 46
1990 8 9.99 1115 46
1990 9 9.99 1110 38
1990 10 10.06 1014 37
1990 11 10.11 1145 34
1990 12 9.87 969 29
1991 1 9.75 798 30
1991 2 9.62 965 40
1991 3 9.45 921 51
1991 4 9.47 1001 50
1991 5 9.52 996 47
1991 6 9.49 1036 47
1991 7 9.49 1063 43
1991 8 9.52 1049 46
1991 9 9.33 1015 37
1991 10 9.1 1079 41
1991 11 8.77 1103 39
1991 12 8.58 1079 36
1992 1 8.35 1176 48
1992 2 8.46 1250 55
1992 3 8.65 1297 56
1992 4 8.71 1099 53
1992 5 8.68 1214 52
1992 6 8.52 1145 53
1992 7 8.28 1139 52
1992 8 8.09 1226 56
1992 9 7.92 1186 51
1992 10 7.92 1244 48
1992 11 8.06 1214 42
1992 12 8.18 1227 42
1993 1 8.08 1210 44
1993 2 7.86 1210 50
1993 3 7.67 1083 60
1993 4 7.56 1258 66
1993 5 7.48 1260 58
1993 6 7.48 1280 59
1993 7 7.34 1254 55
1993 8 7.24 1300 57
1993 9 7.08 1343 57
1993 10 6.93 1392 56
1993 11 6.99 1376 53
1993 12 7.2 1533 51
1994 1 7.19 1272 46
1994 2 7.14 1337 58
1994 3 7.32 1564 74
1994 4 7.68 1465 65
1994 5 8.15 1526 65
1994 6 8.33 1409 55
1994 7 8.36 1439 52
1994 8 8.5 1450 59
1994 9 8.5 1474 54
1994 10 8.64 1450 57
1994 11 8.79 1511 45
1994 12 8.9 1455 40
1995 1 9.06 1407 47
1995 2 8.96 1316 47
1995 3 8.82 1249 60
1995 4 8.6 1267 58
1995 5 8.3 1314 63
1995 6 7.88 1281 64
1995 7 7.76 1461 64
1995 8 7.88 1416 63
1995 9 7.82 1369 54
1995 10 7.71 1369 54
1995 11 7.63 1452 46
1995 12 7.51 1431 45
1996 1 7.28 1467 54
1996 2 7.24 1491 68
1996 3 7.47 1424 70
1996 4 7.82 1516 70
1996 5 8.05 1504 69
1996 6 8.17 1467 65
1996 7 8.27 1472 66
1996 8 8.19 1557 73
1996 9 8.2 1475 62
1996 10 8.12 1392 56
1996 11 7.92 1489 54
1996 12 7.77 1370 51
1997 1 7.87 1355 61
1997 2 7.87 1486 69
1997 3 7.91 1457 81
1997 4 8.1 1492 70
1997 5 8.14 1442 71
1997 6 8 1494 71
1997 7 7.79 1437 69
1997 8 7.69 1390 72
1997 9 7.69 1546 67
1997 10 7.57 1520 62
1997 11 7.5 1510 61
1997 12 7.41 1566 51
1998 1 7.24 1525 64
1998 2 7.19 1584 75
1998 3 7.19 1567 81
1998 4 7.21 1540 82
1998 5 7.21 1536 82
1998 6 7.2 1641 83
1998 7 7.13 1698 75
1998 8 7.09 1614 75
1998 9 6.97 1582 68
1998 10 6.82 1715 69
1998 11 6.85 1660 70
1998 12 6.88 1792 61
1999 1 6.89 1748 67
1999 2 6.92 1670 76
1999 3 7.01 1710 84
1999 4 7.05 1553 86
1999 5 7.09 1611 80
1999 6 7.34 1559 82
1999 7 7.59 1669 78
1999 8 7.79 1648 78
1999 9 7.87 1635 65
1999 10 7.87 1608 67
1999 11 7.87 1648 61
1999 12 7.9 1708 57
2000 1 8.08 1636 67
2000 2 8.27 1737 78
2000 3 8.31 1604 88
2000 4 8.27 1626 78
2000 5 8.35 1575 77
2000 6 8.43 1559 71
2000 7 8.29 1463 76
2000 8 8.16 1541 73
2000 9 8.03 1507 70
2000 10 7.95 1549 71
2000 11 7.85 1551 63
2000 12 7.68 1532 65
2001 1 7.31 1600 72
2001 2 7.13 1625 85
2001 3 7.06 1590 94
2001 4 7.09 1649 84
2001 5 7.18 1605 80
2001 6 7.21 1636 79
2001 7 7.21 1670 76
2001 8 7.13 1567 74
2001 9 6.97 1562 66
2001 10 6.76 1540 66
2001 11 6.67 1602 67
2001 12 6.89 1568 66
2002 1 7.02 1698 66
2002 2 6.98 1829 84
2002 3 6.98 1642 90
2002 4 7.11 1592 86
2002 5 6.99 1764 88
2002 6 6.87 1717 84
2002 7 6.72 1655 82
2002 8 6.53 1633 90
2002 9 6.36 1804 82
2002 10 6.23 1648 77
2002 11 6.2 1753 73
2002 12 6.21 1788 70
2003 1 6.09 1853 76
2003 2 6.02 1629 82
2003 3 5.9 1726 98
2003 4 5.9 1643 91
2003 5 5.74 1751 101
2003 6 5.5 1867 107
2003 7 5.53 1897 99
2003 8 5.88 1833 105
2003 9 6.19 1939 90
2003 10 6.05 1967 88
2003 11 6.06 2083 76
2003 12 6 2057 75
2004 1 5.92 1927 89
2004 2 5.85 1852 102
2004 3 5.71 2007 123
2004 4 5.72 1968 109
2004 5 6.07 1974 115
2004 6 6.25 1827 105
2004 7 6.26 1986 96
2004 8 6.1 2025 102
2004 9 5.9 1912 94
2004 10 5.91 2062 101
2004 11 5.89 1807 84
2004 12 5.9 2050 83
2005 1 5.9 2188 92
2005 2 5.9 2228 109
2005 3 5.98 1836 128
2005 4 6.09 2038 122

In: Statistics and Probability

Suppose retailers would like to forecast the percentage of customers who plan to purchase gift cards...

Suppose retailers would like to forecast the percentage of customers who plan to purchase gift cards during the upcoming holiday season. The following data show this percentage from 2002 to 2009. The data is as follows:

Year

Percent

2002

55

2003

60

2004

64

2005

67

2006

66

2007

69

2008

66

2009

64

Perform the following:

  1. Using a 3-period simple moving average, forecast the percentage of holiday shoppers who will purchase a gift card in 2010.

-



  1. Calculate the MAD for the forecast in part a.

  2. Using a 3-period weighted moving average with the weights 5, 3, and 1, forecast the percentage of holiday shoppers who will purchase a gift card in 2010.

  3. Calculate the MAD for the forecast in part c.

  4. In which forecast do you have the most confidence?

In: Math

Please show excel sheets for the following, answers are provided The CPI-U for Americans 62 years...

Please show excel sheets for the following, answers are provided

The CPI-U for Americans 62 years of age and older (some of your professors and some of your authors are interested in this!) present the following annual inflation rates in percent:

  Year  

  Rate %  

  2001  

  1.6  

  2002  

  2.4  

  2003  

  1.9  

  2004  

  3.3  

  2005  

  3.4  

a.  

Assuming the index value in year 2000 was 100.0, determine the index for each year from 2001 to 2005 to one place after the decimal.

101.6, 104.0, 106.0, 109.5, 113.2

b.  

Since inflation, like interest, is compounded from period to period (e.g., year to year), estimate the overall annual inflation rate per year from 2002 to 2006. Suggestion! Do not simply average the rates given above.

2.51744%

In: Economics

A farmer's marketing cooperative recorded the volume of wheat harvested by its members from 1991-2004. The...

A farmer's marketing cooperative recorded the volume of wheat harvested by its members from 1991-2004. The cooperative is interested in detecting the long-term trend of the amount of wheat harvested. The data collected is shown in the table.

                                     Wheat Harvested by Coop. Member

            Year      Time          (y, in thousands of bushels)    

            1991         1                               75

            1992         2                               78

            1993         3                               82

            1994         4                               82

            1995         5                               84

            1996         6                               85

            1997         7                               87

            1998         8                               91

            1999         9                               92

            2000        10                              92

            2001        11                              93

            2002        12                              96

            2003        13                            101

            2004        14                            102                       

Find the least squares prediction equation for the model. Use excel to conduct data analysis. Provide detailed interpretation of the results.

In: Statistics and Probability

You have the following historical annual total returns on Terlingua Oil & Gas Exploration: Year Annual...

You have the following historical annual total returns on Terlingua Oil & Gas Exploration:

Year Annual total return (%)
2001 8%
2002 -8%
2003 17%
2004 20%
2005 13%
2006 4%
2007 -4%
2008 5%
2009 -5%
2010 5%

Calculate the sample standard deviation of annual return.

Do not round at intermediate steps in your calculation. Express your answer in percent. Round to two decimal places. Do not type the % symbol.

In: Finance

Number of Certified Organic Farms in the United States, 2001–2008 Year Farms 2001 6,775 2002 7,163...

Number of Certified Organic Farms
in the United States, 2001–2008
Year Farms
2001 6,775
2002 7,163
2003 7,848
2004 7,819
2005 8,290
2006 9,205
2007 10,711
2008 12,068

Linear    yt = _______ xt + __________

Quadratic yt = ______ xt^2 + ___________ xt + __________

Exponential yt = __________e-------x

Use each pf the three fitted trend equations to make numerical forecasts for the next 3 years.

t Linear Exponential Quadratic
9 ? ? ?
10 ? ? ?
11 ? ? ?

In: Statistics and Probability

Find both the arithmetic growth rate and the geometric growth rate of the dividends for Queen...

Find both the arithmetic growth rate and the geometric growth rate of the dividends for Queen Bee Limited.

Year

2001

2002

2003

2004

2005

2006

2007

2008

2009

2010

Dividend

​$10.76

​$12.28

​$13.01

​$14.23

​$15.18

​$16.72

​$17.11

​$18.26

​$18.61

​$17.64

What is the arithmetic growth rate of the dividends for Queen Bee Limited​?

​(Round to two decimal​ places.)

What is the geometric growth rate of the dividends for Queen Bee Limited?

​(Round to two decimal​ places.)

In: Finance