The described parallelogram features rotational symmetry of order 2 around its diagonal intersection and line symmetry across a line passing through the midpoint of its parallel sides, highlighting its balanced and symmetrical attributes.
The parallelogram described exhibits both rotational and line symmetries. Rotational symmetry of order 2 is present, allowing the figure to be rotated by 180 degrees around the point where its diagonals intersect while preserving its appearance.
Additionally, it displays line symmetry. A line passing through the midpoint of its parallel sides serves as the axis of reflection, allowing the figure to be mirrored across this line while maintaining its original form.
These symmetrical properties indicate that the figure has both rotational symmetry, with a center of rotation at the intersection of diagonals, and line symmetry across a line passing through the midpoint of its parallel sides. These characteristics highlight the balanced arrangement of the parallelogram.
Sure, here is the completed question:
Determine if the figure below has rotational symmetry, line symmetry or both and describe the transformation that maps the figure onto itself. BE SPECIFIC.