Linear Variations

Linear variations are easy variations that are constant. Linear variations in a graph show straight lines that have a special place they touch the axes. The most popular way of putting inverse variations to equations is in the form y=mx+b. This type of variations are regular and touch the y and x axis at special coordinates.

By graphing a linear variation a straight line shows up. It shows the special coordinates were it touches the axis and is never curving like in inverse variations. By looking at the line and having too exact points is necessary to find the equation. In the just typed paragraph it is obvious the difference to linear variations.

Linear variations have a equation that instantly you can graph. It has a slope that will go always constantly (m). It shows were the line starts, that is the b. And even you can find the constant and independent variable, that is the x. These are the main part of a linear equation.