(Originais Teachy 2024) - Question Hard of Mathematics

During a Geography class, the 6th-grade students were challenged to create a map of the city where they live, representing tourist attractions and main historical sites. To organize the information accurately, a group decided to use the notions of lines, segments, and rays from Mathematics, considering the meeting point of three main streets, A, B, and C, which form different angles. Street A is known for its straight layout and strategic function as a neighborhood divider, street B intersects street A at a right angle, and street C, which is not parallel to any of the other two, connects the ends of A and B. Assuming that the line segment formed by the intersection of A and B is represented by the central point of the map (0,0) and that each street is identified by a single direction of travel, determine the exact position of the tourist attraction point XYZ in relation to the intersection of streets A and B if it is located in the second quadrant of the Cartesian plane, considering the directions provided by the alignment of the streets and the map scale.