Final answer:
The question seeks to determine the solution to a system of linear equations represented by a graph, but due to incomplete descriptions of the lines, it is not possible to provide the solution without the correct graph details.
Step-by-step explanation:
The question belongs to Mathematics, specifically to the topic of systems of equations which typically falls under high school algebra. When you are given a system of equations that is represented graphically, the solution to the system is the point where the lines intersect.
Based on the information provided in the question, it seems we do not have the actual graph, but a description of two lines could enable us to deduce the intersection point if the descriptions were complete and the lines intersect. However, with the current description mentioning that one line ends at (3,2) and both descriptions of the other line beginning at different points (0,8 and 0,3) without a common endpoint, it is unclear which lines are being referred to.
In this situation, a mistake must have occurred in relaying the graph description. Therefore, we cannot confidently provide the solution based on the given descriptions of the lines, and more accurate information is necessary to find the solution to the system.