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Campus crime rates are generally lower than the national average;however thousands of crimes take place on college campuses daily.Cities that are notoriously dangerous would likely be undesirable locations for a college campus.A study examined the crime rates on campuses throughout the United States and whether or not they were significantly affected by surrounding cities.A regression analysis was performed to investigate which characteristics of a city,along with a few chosen demographics of a school,impacted the crime rate on a college campus.There are over 4000 colleges and universities in the United States.The study included a random sample of 129 institutions.The response variable was the number of crimes per 1000 people.Explanatory variables included the percent of married couples in the city (married) ,tuition of the university (tuition) ,average income of the city (income) ,unemployment rate of the city (unemployment) ,percent of students who belong to a fraternity or sorority (Greek) ,average age of the students at the university (age) ,and number of liquor stores in the city (liquor) .A complete analysis of the data is shown below.
The ANOVA F statistic is 1.642 with a P-value of .130.What does this tell us about the regression coefficients for the explanatory variables?
Linear Inequalities
Algebraic inequalities similar to linear equations, but involving inequalities signs, and represent conditions that variables must satisfy.
Graph
A visual representation of data or mathematical functions using a coordinate system, often to illustrate relationships between variables.
Linear Inequalities
Mathematical statements involving linear expressions that utilize inequality symbols to compare the expressions.
Linear Inequalities
Mathematical statements involving linear expressions that use inequality signs to relate the expressions.
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