To determine the line of symmetry for rectangle WARD, you can typically find this by looking for a line that divides the rectangle into two equal halves that are mirror images of each other.
For a rectangle, the lines of symmetry are usually:
- The vertical line that runs down the middle of the rectangle.
- The horizontal line that cuts across the middle of the rectangle.
If we assume that rectangle WARD is oriented in a traditional way (aligned with the axes), the vertical line of symmetry would be the line corresponding to the x-coordinate at the center of the rectangle, and the horizontal line of symmetry would correspond to the y-coordinate at the center.
Given the possible responses, if the rectangle is centered at x=3, that would be the line of symmetry.
Therefore, based on the options provided, the correct answer is:
x = 3.