Which statement accurately reflects the idea that orientation does not affect shape attributes, with a practical example?

Which statement accurately reflects the idea that orientation does not affect shape attributes, with a practical example?

• A. A door and a table can both be rectangles despite different orientations.
• B. Orientation changes the number of sides.
• C. Two shapes with different orientations cannot be the same shape.
• D. Orientation determines color.

Answer: (A)

Orientation is about rotating a shape, not changing its inherent attributes. The essential idea is that a shape’s identity—like how many sides it has and the angles inside—stays the same even when you rotate it. A rectangle keeps four sides and four right angles no matter if it’s vertical like a door or horizontal like a table top. That’s why the statement about a door and a table both being rectangles despite different orientations is the best example: orientation changes how the shape looks, but not what the shape is. Rotation doesn’t change the number of sides, nor does it determine color. And two shapes can be the same shape even if one is rotated, which reinforces that orientation doesn’t alter the fundamental attributes that define the shape.

Orientation is about rotating a shape, not changing its inherent attributes. The essential idea is that a shape’s identity—like how many sides it has and the angles inside—stays the same even when you rotate it. A rectangle keeps four sides and four right angles no matter if it’s vertical like a door or horizontal like a table top. That’s why the statement about a door and a table both being rectangles despite different orientations is the best example: orientation changes how the shape looks, but not what the shape is.

Rotation doesn’t change the number of sides, nor does it determine color. And two shapes can be the same shape even if one is rotated, which reinforces that orientation doesn’t alter the fundamental attributes that define the shape.