It is the 'rise' over the 'run', mathematically represented as the change in the $$$y $$$ over the change in the $$$x $$$. Slope $$$(m) $$$: The slope measures how steep the line is. This equation provides valuable information about the line it represents: In simpler terms, it's the value of $$$y $$$ when $$$x $$$ is zero. This is the point where the line crosses the y-axis. In geometric terms, the slope represents the rise over the run, or how much $$$y $$$ changes per unit change in $$$x $$$. It defines the rate of change of $$$y $$$ with respect to $$$x $$$.

$$$x $$$ is the independent variable, typically representing the horizontal coordinate.

$$$y $$$ is the dependent variable, typically representing the vertical coordinate.

The slope-intercept form of the equation is given by the following formula:

It is one of the most commonly used linear equations because of its straightforwardness in expressing both the slope of the line and its y-intercept. The slope-intercept form is a special form of the equation of a straight line. Once processed, the calculator will display the slope of the line formed by your two points, as well as the x-intercept, the y-intercept and the equation of the line. Repeat this step for your second point.Īfter ensuring your points are accurately inputted, click the 'Calculate' button to initiate the computation process. Start by entering the coordinates of your first point into the designated fields. How to Use the Slope-Intercept Form Calculator with Two Points? It is ideal for students, educators, or math fans.

In addition, this tool also shows basic information about the line. Discover our Slope Intercept Form calculator, specially designed to quickly deliver the slope-intercept equation using two points.

Slope y intercept form calculator