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Question
Select THREE true statements about quadrilaterals.
Responses
All rectangles are squares, so all rectangles have four right angles.
All rectangles are squares, so all rectangles have four right angles.
All squares are rhombuses, so all squares have four equal sides.
All squares are rhombuses, so all squares have four equal sides.
A quadrilateral cannot be both a rectangle and a rhombus.
A quadrilateral cannot be both a rectangle and a rhombus.
All rectangles are parallelograms, so all rectangles have two pairs of parallel sides.
All rectangles are parallelograms, so all rectangles have two pairs of parallel sides.
All squares are rectangles, so all squares have sides that are perpendicular.
All squares are rectangles, so all squares have sides that are perpendicular.
All rhombuses are squares, so all rhombuses have four right angles.
All rhombuses are squares, so all rhombuses have four right angles.
Correct statements:
1. A quadrilateral cannot be both a rectangle and a rhombus.
2. All rectangles are parallelograms, so all rectangles have two pairs of parallel sides.
3. All squares are rectangles, so all squares have sides that are perpendicular.