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Classifying triangles and quadrilaterals

Math • Shapes & Their Attributes • Knowledge-Based • 5 questions

Classifying triangles and quadrilaterals Knowledge-Based Download PDF

Math · Geometry · Math · Shapes & Their Attributes

5 Math practice questions on Classifying triangles and quadrilaterals. Questions that assess core concepts and understanding.

Questions

  1. 1.

    Which of the following describes a triangle that cannot exist?

    • A) A right isosceles triangle
    • B) An obtuse equilateral triangle
    • C) An acute scalene triangle
    • D) An obtuse scalene triangle
  2. 2.

    Which of the following statements is always true regarding the classification of quadrilaterals?

    • A) Every rhombus is a rectangle.
    • B) Every parallelogram is a square.
    • C) Every rectangle is a parallelogram.
    • D) Every trapezoid is a parallelogram.
  3. 3.

    A quadrilateral has exactly one pair of parallel sides, and its non-parallel sides are equal in length. Which geometric term best classifies this shape?

    • A) Isosceles trapezoid
    • B) Parallelogram
    • C) Rhombus
    • D) Kite
  4. 4.

    A triangle has side lengths of 7 cm, 7 cm, and 10 cm, and an interior angle that measures 110°. Which pair of terms correctly classifies this triangle by its sides and its angles?

    • A) Equilateral and acute
    • B) Scalene and obtuse
    • C) Isosceles and acute
    • D) Isosceles and obtuse
  5. 5.

    A quadrilateral has two pairs of parallel sides, all four sides of equal length, and no right angles. Which geometric term best classifies this shape?

    • A) Rhombus
    • B) Square
    • C) Rectangle
    • D) Trapezoid