Final answer:
The system's solution (-1,0) implicates the charge's location within a coordinate system and indicates that the potential energy changes with the movement of the charges. Coordinate systems are foundational for solving vector problems and describing motion.
Step-by-step explanation:
The question deals with a physical system of charges. Knowing that the system has (-1,0) as one of its solutions, we can infer certain characteristics of the system. Specifically, we can describe the alignment or positioning of the charges in the system using a coordinate system. In the case presented, the coordinates suggest a two-dimensional plane where typically the horizontal axis is known as the x-axis and the vertical axis as the y-axis. Furthermore, the movement of charges in this system will affect the potential energy of the system. When the y-coordinate of the -1.00 μC charge increases, indicating a movement upwards in the coordinate system, the potential energy of the system also changes.
When setting up problems involving vector quantities or motions, it is crucial to define a consonant and clear coordinate system. Motion in the positive and negative directions is defined based on the orientation of this coordinate system. As such, having (-1,0) indicates a position on the left side of the origin on the x-axis and on the origin along the y-axis.