Final answer:
To determine if an ordered pair has a proportional relationship with a given point, we must check if the ratios of the y-coordinates to the x-coordinates are equal for both points. Since the specific point is not provided, the process involves assuming the existence of a point and comparing the ratios of all given options to find the proportional relationship.
Step-by-step explanation:
The student's question involves identifying which ordered pairs form a proportional relationship with a given point. To determine if two points form a proportional relationship, we can compare the ratios of the y-coordinates to the x-coordinates; the ratios should be equal. For the ordered pair to form a proportional relationship with the given point, the ratio of the y-coordinate to the x-coordinate of the new point should be the same as that of the originally graphed point.
We do not have the specific coordinates of the originally graphed point, but if we assume that point has coordinates (x1, y1), then an ordered pair (x2, y2) will have a proportional relationship if y1/x1 = y2/x2. We need to apply this rule to each of the options provided to find the ordered pair that satisfies this condition.