Understand Graphing Linear Equations on Cartesian Coordinate System
Learn how to graph linear equations on a Cartesian coordinate system, identify axes, quadrants, and points, and understand the significance of negative and positive values in different quadrants. Discover the essential steps to plot points and graph lines effectively. Explore the importance of knowing points or slopes to graph a line accurately.
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Presentation Transcript
Graphing Linear Equations Linear Equations can be graphed on a Cartesian Coordinate system
y-axis x-axis Cartesian Coordinate system
y-axis Quadrant II Quadrant I Origin x-axis Quadrant III Quadrant IV
All points on a graph are plotted by first finding the x-coordinate and then the y-coordinate You always graph a point starting from the Origin All points are written in the form ( x , y )
Quadrant II Quadrant I x is negative x is positive y is positive y is positive Quadrant III x is negative Quadrant IV x is positive y is negative y is negative
In order to graph a line, you need to know either: A point and the Slope of the line Two points on the line OR
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