Classifying Quadrilaterals - True or False

Classifying Quadrilaterals True/False Overview

• Not every parallelogram is a rectangle; this statement is false.
• Quadrilaterals do not always have parallel sides, making this statement false.
• It is not true that every quadrilateral has perpendicular lines.
• Rectangles have perpendicular sides, confirming this statement as true.
• All rectangles qualify as parallelograms, hence this statement is true.
• Not every rectangle is a square; therefore, this statement is false.
• Rhombuses do not necessarily have 4 right angles; this is false.
• Rhombuses do not always have perpendicular sides, making this statement false.
• Every rhombus is classified as a parallelogram, validating this as true.
• Rhombuses are not rectangles, confirming this statement as false.
• Not every rhombus is a square; thus, this statement is false.
• All squares have 4 right angles, affirming this statement as true.
• Squares possess perpendicular sides, making this statement true.
• Every square can be considered a rectangle, which is true.
• All squares can be classified as rhombuses, reinforcing this statement as true.
• Trapezoids always have parallel sides, confirming this statement as true.
• It is not accurate to claim that every trapezoid has perpendicular sides.
• Trapezoids are not equivalent to parallelograms; this statement is false.
• Every trapezoid is indeed a quadrilateral, making this statement true.