
Matt H. answered 04/08/20
Professional Math Explainer
I think that I need a better video recording platform... but wyzant does say that the video recording feature is in beta...
For example, how do I graph y = 2x + 4?
Matt H. answered 04/08/20
Professional Math Explainer
I think that I need a better video recording platform... but wyzant does say that the video recording feature is in beta...
Silva W. answered 04/08/20
Certified Math Teacher
I would like to apologize in advance; I cannot include images in this answer because of the limitations of the program!
We graph linear equations (equations with two variables but neither of them are raised to a power (for example squared)) on a coordinate plane. This is the mathematical term for a grid with an x-axis and a y-axis. If you are still uncertain of what this is, google it (coordinate plane).
In order to graph, you need a series of ordered pairs or points that you know the x and y coordinates of. Let's think about the equation y = 2x + 4. You can find points on this line by solving the equation for various values of x.
If x is 1? y = 2(1) + 4 = 6. The point to graph is (1,6).
If x is 2? y = 2(2) + 4 = 8. The point to graph is (2,8).
If x is 3? y = 2(3) + 4 = 10. The point to graph is (3,10).
If x is -1? y = 2(-1) + 4 = 2. The point to graph is (-1,2). Don't just stick with the positives! Check negative numbers too!
Once you find each point, plot it on your graph. Be sure to label your axes so that we know what the value of each line is (y axis and x axis). Also, be deliberate about what you're choosing as your increment on you axes. For this equation, it would make sense to go up by one or two on both axes. However, sometimes it makes sense to choose different increments for each axis or to use a number like 1000 instead of 1.
Continue solving the equation and plotting points until you are sure you know what the pattern is. In this example, I would be able to clearly see a line after 4 points. If you are graphing a linear equation, your points should always form a line. This line will go on forever in both directions (unless the problem tells you something different) so use a ruler to connect your dots and add arrows to both ends to show it is continuous.
Things to check before you are done:
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