We controlled this relationship for “race,” a variable that had three categories: whites, blacks, and others. Suppose you learned that the gamma for this relationship among whites was -.61, for blacks, was -.54 and for others, was -.44. What kind of elaboration, in your view, would you have uncovered? ## Crosstabulation of Gender (Sex) with Whether Respondent Reports Being Fearful of Walking in the Neighborhood at Night (Fear)### Table OverviewThis table presents data from a crosstabulation of gender with whether respondents report being fearful of walking in their neighborhood at night. The data source is the General Social Survey (GSS), accessed via the Social Data Archive.### Table Details**FEAR Categories:**- 1: YES- 2: NO**Gender Categories (SEX):**- 1: MALE- 2: FEMALE#### Data CellsEach cell displays:- Row percent- Weighted N (Number of respondents)#### Results- **MALES (SEX: 1)** - Fearful (1: YES): 21.8% (Weighted N = 3,961.9) - Not Fearful (2: NO): 78.2% (Weighted N = 14,209.4) - Row Total: 100.0% (Weighted N = 18,171.3)- **FEMALES (SEX: 2)** - Fearful (1: YES): 52.2% (Weighted N = 11,141.0) - Not Fearful (2: NO): 47.8% (Weighted N = 10,214.5) - Row Total: 100.0% (Weighted N = 21,355.5)**COLUMN TOTAL:**- Fearful: 38.2% (Weighted N = 15,102.9)- Not Fearful: 61.8% (Weighted N = 24,423.9)- Overall Total: 100.0% (Weighted N = 39,526.8)#### Statistical Summary- **Means:** - Male: 1.74 - Female: 1.42 - Total: 1.54- **Standard Deviations:** - Male: 0.44 - Female: 0.49 - Total: 0.50- **Unweighted N:** - Male: 15,701 - Female: 23,740 - Total: 39,441#### Color Coding for Z-Scores- \(Z < -2.0\) (Light Blue

Answered: We controlled this relationship for…

MATLAB: An Introduction with Applications

6th Edition

ISBN:9781119256830

Author:Amos Gilat

Publisher:Amos Gilat

Chapter1: Starting With Matlab

Section: Chapter Questions

Problem 1P

See similar textbooks

Related questions

Question

We controlled this relationship for “race,” a variable that had three categories: whites, blacks, and others. Suppose you learned that the gamma for this relationship among whites was -.61, for blacks, was -.54 and for others, was -.44. What kind of elaboration, in your view, would you have uncovered?

## Crosstabulation of Gender (Sex) with Whether Respondent Reports Being Fearful of Walking in the Neighborhood at Night (Fear)

### Table Overview

This table presents data from a crosstabulation of gender with whether respondents report being fearful of walking in their neighborhood at night. The data source is the General Social Survey (GSS), accessed via the Social Data Archive.

### Table Details

**FEAR Categories:**
- 1: YES
- 2: NO

**Gender Categories (SEX):**
- 1: MALE
- 2: FEMALE

#### Data Cells

Each cell displays:
- Row percent
- Weighted N (Number of respondents)

#### Results

- **MALES (SEX: 1)**
- Fearful (1: YES): 21.8% (Weighted N = 3,961.9)
- Not Fearful (2: NO): 78.2% (Weighted N = 14,209.4)
- Row Total: 100.0% (Weighted N = 18,171.3)

- **FEMALES (SEX: 2)**
- Fearful (1: YES): 52.2% (Weighted N = 11,141.0)
- Not Fearful (2: NO): 47.8% (Weighted N = 10,214.5)
- Row Total: 100.0% (Weighted N = 21,355.5)

**COLUMN TOTAL:**
- Fearful: 38.2% (Weighted N = 15,102.9)
- Not Fearful: 61.8% (Weighted N = 24,423.9)
- Overall Total: 100.0% (Weighted N = 39,526.8)

#### Statistical Summary

- **Means:**
- Male: 1.74
- Female: 1.42
- Total: 1.54

- **Standard Deviations:**
- Male: 0.44
- Female: 0.49
- Total: 0.50

- **Unweighted N:**
- Male: 15,701
- Female: 23,740
- Total: 39,441

#### Color Coding for Z-Scores
- \(Z < -2.0\) (Light Blue

Expert Solution

Step 1

Association is used to measure whether two or more variables are related to each other or not. Gamma is used to measure of association used for ordinal variables(having various categories with order). It ranges from -1.00 to 1.00. If the value of gamma is 0.00 then, there is no association between variables. If the value of gamma is 1.00 then, there is perfect positive association between variables and if its value is -1.00, then there is perfect negative association between the variables.