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The graph of a linear equation cannot be symmetric with respect to the origin true or false

User Mennion
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Final answer:

The graph of a linear equation can be symmetric with respect to the origin.

Step-by-step explanation:

False. The graph of a linear equation can be symmetric with respect to the origin. In order for a linear equation to be symmetric with respect to the origin, it means that if you reflect the graph across the origin (x=0, y=0), it will look exactly the same. An example of a linear equation that is symmetric with respect to the origin is y = -x.

Learn more about Symmetry with respect to the origin

User Lucidio Vacas
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