Math

StatisticsSTATISTICS F/BUSINESS+ECONOMICS-TEXTThe following crosstabulation shows the number of households (1000s) in each of the four regions of the United States and the number of households at each income level (U.S. Census Bureau website, August 2013). a. Compute the row percentages and identify the percent frequency distributions of income for households in each region. b. What percentage of households in the west region have an income level of $50,000 or more? What percentage of households in the South region have an income level of $50,000 or more? c. Construct percent frequency histograms for each region of households. do any relationships between regions and income level appear to be evident in your findings? d. Compute the column percentages. What information do the column percentages provide? e. What percent of households with a household income of $100,000 and over are from the South region? What percentage of households from the South region have a household income of $100,000 and over? Why are these two percentages different?BuyFind*arrow_forward*

13th Edition

Anderson

Publisher: CENGAGE L

ISBN: 9781305881884

Chapter 2.3, Problem 32E

Textbook Problem

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The following crosstabulation shows the number of households (1000s) in each of the four regions of the United States and the number of households at each income level (U.S. Census Bureau website, August 2013).

- a. Compute the row percentages and identify the percent frequency distributions of income for households in each region.
- b. What percentage of households in the west region have an income level of $50,000 or more? What percentage of households in the South region have an income level of $50,000 or more?
- c. Construct percent frequency histograms for each region of households. do any relationships between regions and income level appear to be evident in your findings?
- d. Compute the column percentages. What information do the column percentages provide?
- e. What percent of households with a household income of $100,000 and over are from the South region? What percentage of households from the South region have a household income of $100,000 and over? Why are these two percentages different?

Expert Solution

a.

To determine

Compute the row percentage for the data and identify the percentage frequency distribution of income for household in each region.

**Calculation:**

The data represents the cross tabulation for the number of household in each of the four regions of the United States and the number of households income level of household.

**Software procedure:**

Step-by-step procedure to compute row percent’s is given below:

- Choose
**stat>tables>cross tabulation and chi square.** - Choose
**raw data (summarized)**. - In rows, enter the column of
**region.** - In columns, enter the column of as
**with the limits of income level of household.** - Under
**display**, select**row percent.** - Click
**OK**

Output using the MINITAB software for the row percent is given below:

Each row of the above table represents each of the region’s percent frequency distribution.

Therefore, the following table represents the percent frequency for west region...

Expert Solution

b.

To determine

Find the percentage of households in the west region have an income level of $50,000 or more.

Find the percentage of households in the South region have an income level of $50,000 or more.

Expert Solution

c.

To determine

Construct the percent frequency histogram for each of the households region.

Check whether any relationship between the region and income level appear to be evident in the output findings.

Expert Solution

d.

To determine

Compute the column percentage for the data

Find the information provided by the column percentage.

Expert Solution

e.

To determine

Find the percent of households with a household income of $100,000 and over from the south region.

Find the percentage of households with a households from the south region have a household income of $100,000 and more.

Find the reason for the difference that exists among these two percentages.

STATISTICS F/BUSINESS+ECONOMICS-TEXT

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