Understanding Two-Variable Graphs: A Brief Overview

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A two-variable graph typically refers to a function of two variables, represented as z = f(x, y), which requires three axes: x, y, and z. This type of graph visualizes how a height (z-value) changes based on pairs of x and y coordinates, often depicted in three-dimensional space. The discussion also touches on terminology, clarifying that while "two-variable graph" is not standard, it can refer to different contexts, including statistics and coordinate geometry. Level set curves, which represent constant values in a two-variable function, are mentioned as a related concept. Overall, the conversation emphasizes the need for clarity in terminology when discussing two-variable graphs.
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hi, I just need to what is a two-variable graph. Any help would be appreciated.

Thanks
 
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That is not a standard terminology. It could mean either the graph of a function of one variable: y= f(x) in a cartesian coordinate system with one x-axis and one y-axis or (perhaps more likely what you mean) a function of two variables: z= f(x,y). To graph that you need three axes, x, y, z with the z-value (height of a surface above the xy-plane) given by f(x,y).
 
Is this a two-variable graph?
graph.jpg

Also, could you bumb your explanation down for me since I'm a dumbask?
 
Are you talking about statistics or co-ordinate geometry. Your terminlogy does not make this thing atleast specific?
 
Raza:
Those on your image are called level set curves; each is characterized by a constant value of R^2
 
I have a project which states me to make a two-variable graph. This is for Data Management which is study for statistics. Are "Grade-10" and "Grade-12" variables?
 
So a 3D graph is a two-variable graph?
 
I believe that would be one way to put it!
 
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