Which Explains Whether Or Not The Graph Represents A Direct Variation? On A Coordinate Plane, A Line Goes Through Points (0, 0) And (1, 3). The Graph Has A Constant Of Variation Of 3, So It Represents A Direct Variation. The Graph Has A Slope Of 3, So It Represents A Direct Variation. The Graph Has A Positive Slope, So It Does Not Represent A Direct Variation. The Graph Does Not Begin At The Origin, So It Does Not Represent A Direct Variation.. What is direct variation in math? Sqrt (x) the graph has a constant of variation of 3, so it represents a direct variation.

A constant of variation is only. The statement is incorrect because while the graph has a constant slope of 3, a direct variation requires the line to pass through the origin (0,0). To determine if the graph represents a direct variation, we need to check if it passes through the origin (0, 0) and if the ratio \ ( k \) (the constant of variation) remains consistent for the points.