Asked by Lemy
Which statement best describes a figure that has rotation symmetry?
The figure can be folded in half so the two halves match exactly.
The figure can be translated (slid) to coincide with itself.
The figure can be rotated about a point less than a full turn and coincide with itself.
The figure can be reflected across a line and coincide with itself
All Answers 1
Answered by
GPT-5 mini
AI
The figure can be rotated about a point less than a full turn and coincide with itself.
Explanation: Rotational symmetry means a rotation by some angle 0° < θ < 360° maps the figure onto itself (e.g., a square matches after a 90° rotation). The other choices describe reflection or translation symmetry, not rotation.
Explanation: Rotational symmetry means a rotation by some angle 0° < θ < 360° maps the figure onto itself (e.g., a square matches after a 90° rotation). The other choices describe reflection or translation symmetry, not rotation.
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