To get the hang of graphing linear equations on the Cartesian plane, follow these simple steps:

1. Know the Cartesian Plane:
   It has two lines, called axes. The x-axis runs left to right (horizontal), and the y-axis runs up and down (vertical). They meet at a point called the origin, which is (0,0).

2. Learn About Linear Equations:
   There are a couple of common forms for these equations:

   • Slope-Intercept Form: This looks like $y = mx + b$. Here, $m$ is the slope (how steep the line is) and $b$ is where the line crosses the y-axis (the starting point).
   • Standard Form: This looks like $Ax + By = C$.

3. Plot Points:
   Choose at least two numbers for $x$. Then, find the $y$ values that go with those $x$ numbers. Plot the pairs of numbers (x,y) on the graph.

4. Draw the Line:
   Once you have your points, connect them with a straight line. Make sure to extend the line in both directions.

5. Understand the Slope:
   If the slope is 1, your line will make a 45-degree angle. If the slope is 0, your line will be flat (horizontal).

Practicing these steps will help you get better at graphing linear equations.