Which Explains Whether Or Not The Graph Represents A Direct Variation? 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.

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Which Explains Whether Or Not The Graph Represents A Direct Variation? 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.. The graph has a slope of 3, so it represents a direct variation. The graph has a constant of variation of 3, so it represents a direct variation.

Direct Variation Explained—Definition, Equation, Examples — Mashup Math
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The graph has a slope of 3, so it represents a direct variation. B:the graph has a slope of 3, so it represents a direct variation. The graph has a positive slope, so it does not.

The Graph Has A Constant Of Variation Of 3, So It Represents A Direct Variation.


The graph has a positive slope, so it does not. The graph has a slope of 3, so it represents a direct variation. By looking at the graph in figure 05 below, you can see that the function y=6x+3 does not pass through the origin and, therefore, does not have direct variation even though it is a linear.

B:the Graph Has A Slope Of 3, So It Represents A Direct Variation.


Although the slope is 3, a direct variation must also pass through the origin (0,0).

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