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Properties of a parallelogram
Opposite sides are parallel and equal; opposite angles are equal; consecutive angles are supplementary; diagonals bisect each other.
Properties of a rectangle
All angles are 90°; opposite sides are equal; diagonals are equal and bisect each other; all parallelogram properties.
Properties of a rhombus
All sides are equal; diagonals bisect at 90°; diagonals bisect angles; all parallelogram properties.
Properties of a square
All sides are equal; all angles are 90°; diagonals are equal, bisect at 90°, and bisect angles; has properties of parallelogram, rectangle, and rhombus.
Is a square a rectangle?
True — A square has all rectangle properties.
Is a square a rhombus?
True — A square has all rhombus properties.
Is a rhombus a square?
False — Only true if it has 90° angles.
Is a rectangle a square?
False — Only true if all sides are equal.
Is a rhombus a parallelogram?
True — Rhombuses fit all parallelogram rules.
Is a rectangle a parallelogram?
True — Rectangles are a special kind of parallelogram.
Are all parallelograms rectangles?
False — Not all have 90° angles or equal diagonals.
Are all rectangles parallelograms?
True — Rectangles have all parallelogram properties.
Are the diagonals of a rhombus equal?
False — They intersect at 90°, but aren’t always equal.
Are the diagonals of a rectangle equal?
True — That’s a defining rectangle feature.
sqaure
parallelogram
rhombus
rectangle