Television Viewing Hours
By: Fonta • Study Guide • 967 Words • January 31, 2010 • 928 Views
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.) The pearson’s r between the dependent variable television viewing hours a week and the independent variable the “female gender” is one of negative .238, the stat sig value is .095; as a result it can not be generalized to the population.
2.) The pearson’s r between the dependent variable television viewing hours a week and the independent variable “age range” is one of negative .003, the stat sig value is .981; as a result it can not be generalized to the population.
3.) The pearson’s r between the dependent variable television viewing hours a week and the independent variable “year of schooling” is one of negative .041, the stat sig value is .028; as a result it can not be generalized to the population.
4.) The pearson’s r between the dependent variable television viewing hours a week and the independent variable “number of credits at school” is one of positive.311, the stat sig value is .028; as a result it cannot be generalized to the population.
5.) The pearson’s r between the dependent variable television viewing hours a week and the independent variable “Hrs in employment” is one of negative .365, the stat sig value is .009; as a result it can be generalized to the population.
6.) The pearson’s r between the dependent variable television viewing hours a week and the independent variable “working class background” is one of positive.436, the stat sig value is .002; as a result it can be generalized to the population.
7.) The pearson’s r between the dependent variable television viewing hours a week and the independent variable “Friend's house” is positive.089, the stat sig value is .540, as a result it can not be generalized to the population.
8.) The pearson’s r between the dependent variable television viewing hours a week and the independent variable “at school” negative 220, the stat sig value is .124, as a result it can not be generalized to the population.
9.) The pearson’s r between the dependent variable television viewing hours a week and the independent variable “at Work” is negative .315, the stat sig value is .026, as a result it can be generalized to the population.
10.) The pearson’s r between the dependent variable television viewing hours a week and the independent variable “Parent's” is negative .001, the stat sig value is .994. as a result it can not be generalized to the population.
11.) The pearson’s r between the dependent variable television viewing hours a week and the independent variable “Broadcast” is .negative 242, the stat sig value is .091, as a result it can not be generalized to the population.
12.) The pearson’s r between the dependent variable television viewing hours a week and the independent variable “Satellite” is positive .089. , the stat sig value is .540, as a result it can not be generalized to the population.
13.) The pearson’s r between the dependent variable television viewing hours a week and the independent variable “Internet Net” is positive.062, the stat sig value is .668, as a result it can not be generalized to the population.
14.) The pearson’s r between the dependent variable television viewing hours a week and the independent variable “typical viewing times” is negative .045, the stat sig value is .757, as a result it can not be generalized to the population.
15.) The pearson’s r between the dependent variable television viewing hours a week and the independent variable “Sports” is positive .337, the stat sig value is .017, as a result it can be generalized to the population.
16.) The pearson’s r between the dependent variable television