Multiple Regression Flashcards
Linear Regression involves what two variables?
independent variable (X) and the dependent variable (Y)
In Linear Regression the independent variable (x) is also called the _____ variable and the dependent variable (y) is also called the _____ variable.
Predictor
Criterion
What is the purpose of a multiple linear regression?
To determine if an outcome (dependent variable) can be predicted on the value of 2 or more known factors
In other words…analyze the relationship between metric or dichotomous independent variables and a metric dependent variable.
The dependent variable in a multiple linear regression has to be what kind of data?
Metric (Ratio or Interval)
In a multiple linear regression what kind of data can the independent variables be?
Nominal, Interval, or Ratio
Metric or Dichotomous
When is multiple linear regression used?
In cases where the dependent variable can take any numerical value for a given set of independent variables
When is a multiple logistic regression used?
in cases when the dependent variable is qualitative (dichotomous or polytomous)
What is the purpose of a multiple logistic regression?
To determine what the probability of an event occurring based on the value of 2 or more known factors
The dependent variable in a multiple logistic regression has to be what kind of data?
Nominal (Dichotomous)
In a multiple logistic regression what kind of data can the independent variables be?
Nominal, Interval, or Ratio (Categorical or Continuous)
Dichotomy vs. Polytomy
Dichotomy is a division or between two things that are opposed or entirely different
Polytomies are divisions of dichotomies into more than two secondary parts or branches
In Multiple linear regression the dependent variable is assumed to follow what?
Normal Distribution
In multiple logistic regression the dependent variable is assumed to follow what?
A dichotomy which means it will be only 0 or 1
If there is a relationship between the dependent variable and the independent variables in a multiple linear regression what can we conclude?
Our independent variables (x1, x2, etc.) are accurate in predicting the values of our dependent variable (y)
The more variables you use in a multiple linear regression the more _____ the model
Dependent