Linear regression is a form of predictive analysis with a wide variety of uses. When people are working with and analyzing unknown data, linear regression helps them use associated known data values to find sim
Linear regression is linear in that it guides the development of a function or model that fits a straight line -- called a linear regression line -- to a graph of the data. This line also minimizes the difference between a predicted value for the dependent variable given the corresponding in...
Types of Linear Regression Simple linear regression (models using only one predictor): The general equation is: Y=β0+β1X+ϵSimple linear regression example showing how to predict the number of fatal traffic accidents in a state (response variable, Y) compared to the population of the ...
What is a regression line? A regression line is a straight line used in linear regression to indicate a linear relationship between one independent variable (on the x-axis) and one dependent variable (on the y-axis). Regression lines may be used to predict the value of Y for a given val...
To Reference this Page:Statistics Solutions. (2025). What is Linear Regression . Retrieved fromhere. Related Pages: Assumptions of a Linear Regression Take the course:Linear Regression Step Boldly to Completing your Research If you’re like others, you’ve invested a lot of time and money devel...
Linear regression is a kind of statistical analysis that attempts to show a relationship between two variables. Linear regression looks at various data points and plots a trend line. Linear regression can create a predictive model on apparently random data, showing trends in data, such as in canc...
What is linear regression? Linear regression analysis is used to predict the value of a variable based on the value of another variable. The variable you want to predict is called the dependent variable. The variable you are using to predict the other variable's value is called the ...
Introduction to Linear Regression Linear regression is a predictive modeling technique. It is used whenever there is a linear relation between the dependent and independent variables. It is used to estimate exactly how much of “y”will change when “x”changes a certain amount. ...
In general, a linear regression model can be a model of the form yi=β0+K∑k=1βkfk(Xi1,Xi2,⋯,Xip)+εi, i=1,⋯,n, wheref(.) is a scalar-valued function of the independent variables,Xijs. The functions,f(X), might be in any form including nonlinear functions or polyno...
“simplelinear regression”. (This becomes “multiple regression” if we use more than two variables). One variable, placed on the x-axis, is assumed to be an independent variable and the other variable, placed on the y-axis, is assumed to be the dependent variable (i.e., dependent on...