Rotating a square does not change its properties. Its sides remain equal, and its angles are still 90 degrees. Thus, the rotated figure continues to satisfy the conditions of a square.
Class 6 Mathematics Ganita Prakash Playing with Constructions
Class 6 Mathematics Chapter 8 Playing with Constructions question answer
The rotation of a square highlights its geometric properties’ consistency. Regardless of orientation, a square maintains equal sides and 90-degree angles, proving that rotation does not alter its dimensions or structure. This characteristic distinguishes squares from other figures, ensuring their symmetry and uniformity. The invariance of these properties under rotation confirms the robustness of geometric principles. This concept finds practical applications in design, art, and problem-solving involving rotational symmetry.
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