1. The problem asks to identify which statement correctly describes the equivalent vectors shown in the graph. 2. Equivalent vectors have the same magnitude and direction. 3. From the graph description, the vectors have magnitudes and direction angles approximately as follows: - One vector has a direction angle about 18° (red vector). - The other vector has a direction angle about 45° (blue vector). 4. The options mention magnitudes 10 or 100 and direction angles about 18° or 162°. 5. Since the vectors are in the first quadrant and angles are about 18° and 45°, the 162° angle (which is in the second quadrant) does not match. 6. The magnitudes are likely 10, as 100 would be too large for the scale shown (-6 to 6). 7. Therefore, the correct statement is: "The magnitudes are 10, and the direction angles are about 18°." Final answer: The magnitudes are 10, and the direction angles are about 18°.