Final answer:
Without the specific equation or graph, we cannot conclusively select the correct ordered pair as a solution to the equation. The process involves plugging the ordered pairs into the equation or locating them on the graph to verify if they satisfy the equation.
Step-by-step explanation:
To determine which ordered pair is a solution to the equation represented by the graph, one must inspect each option and apply it to the actual equation or graph. Unfortunately, without the specific equation or graph, we cannot conclusively select the correct ordered pair among A. (4,0), B. (2,3), C. (5,0), and D. (3,2). Typically, you would plug each pair into the equation to see if it satisfies the equation. Alternatively, if given a graph, you would look to see whether the ordered pair is plotted on the line represented by the equation.
The question seems to relate to linear equations, as evidenced by the reference to linearity in the miscellaneous information provided. Linear equations are of the form y = mx + b, where m represents the slope and b indicates the y-intercept. Ordered pairs corresponding to points on the line of a linear graph would satisfy this equation. Remember that each ordered pair represents a potential solution of the equation, with the x-value indicating the position on the horizontal axis, and the y-value indicating the position on the vertical axis.