Categorizing quadrilaterals Knowledge-Based Download PDF

Questions

1. 1.

   A quadrilateral has opposite sides that are equal in length and opposite angles that are equal in measure, but none of its angles are right angles and its adjacent sides are not equal. Which classification applies to this shape?

   • A) Square
   • B) Rhombus
   • C) Rectangle
   • D) Parallelogram
2. 2.

   A quadrilateral has four right angles. Which classification must always apply to this shape?

   • A) Rhombus
   • B) Square
   • C) Rectangle
   • D) Kite
3. 3.

   Which condition is sufficient to classify a quadrilateral as a rhombus?

   • A) It has four right angles.
   • B) It has opposite sides that are parallel and angles that sum to $360^\circ$.
   • C) It has diagonals that are equal in length.
   • D) It has four sides that are all congruent to each other.
4. 4.

   Which statement is always true about quadrilaterals?

   • A) Every rhombus is a parallelogram.
   • B) Every parallelogram is a rectangle.
   • C) Every trapezoid is a rhombus.
   • D) Every quadrilateral is a parallelogram.
5. 5.

   Which statement correctly describes the relationship between squares and other quadrilaterals?

   • A) Every rhombus is a square because it has four sides of equal length.
   • B) Every rectangle is a square because it has four right angles.
   • C) Every parallelogram is a rectangle because opposite sides are parallel.
   • D) Every square is a rectangle because it is a quadrilateral with four right angles.