To determine which statement is true about the graphs representing proportional relationships, we need to recall that a proportional relationship is one where the ratio between the variables remains constant and can be graphically represented as a straight line passing through the origin (0,0).

If graph A passes through the origin and is a straight line, it represents a proportional relationship. If graph B also passes through the origin and is a straight line, it too represents a proportional relationship. If either graph does not pass through the origin or is not a straight line, then it does not represent a proportional relationship.

Without seeing the graphs, we can’t definitively choose an answer, but consider the key features described above.

For clarity:

– If only one graph passes through the origin as a straight line, select the corresponding option (A or B).

– If both do, then option C is correct.

– If neither does, option D is correct.

Check the graphs carefully to choose the right answer! If you need more detailed assistance, feel free to reach out again.