Class 9 • Maths • Chapter 8

QUADRILATERALS
True & False Quiz

Parallelogram. Midpoint. Diagonal.

True
False
25
Questions
|
Ch.8
Chapter
|
IX
Class
💡

Why True & False for QUADRILATERALS?

How this format sharpens your conceptual clarity

🔵 Quadrilaterals extend triangle congruence to four-sided figures — the parallelogram properties and mid-point theorem underpin coordinate and mensuration topics.
✅ T/F tests properties of parallelograms, rectangles, rhombuses, squares, and the Mid-Point Theorem.
🎯 The diagonals of a rectangle are equal AND bisect each other; a rhombus bisects at 90° but the diagonals are NOT equal (unless it's a square).
📋 Read each statement carefully. Click True or False — instant feedback with explanation appears. Submit anytime; unattempted questions are marked Skipped.
Q 1
The sum of the interior angles of any quadrilateral is \(360^\circ\) .
Q 2
If both pairs of opposite sides of a quadrilateral are equal, it is always a parallelogram.
Q 3
Diagonals of a rectangle are always equal in length.
Q 4
All rectangles are squares.
Q 5
All squares are rectangles.
Q 6
A quadrilateral with only one pair of parallel sides is called a parallelogram.
Q 7
Opposite angles of a parallelogram are always equal.
Q 8
If a quadrilateral has three right angles, the fourth must also be a right angle.
Q 9
A rhombus has all sides equal and all angles equal.
Q 10
Diagonals of a parallelogram always bisect each other.
Q 11
In a kite, only one pair of opposite angles is equal.
Q 12
The diagonals of a rhombus are always perpendicular bisectors of each other.
Q 13
A square is a rectangle, a parallelogram, and a rhombus at the same time.
Q 14
The diagonals of a rectangle bisect each other at right angles.
Q 15
All trapeziums are parallelograms.
Q 16
All parallelograms are trapeziums.
Q 17
A quadrilateral with diagonals that both bisect and are equal must be a square.
Q 18
The diagonals of a kite intersect at right angles.
Q 19
All sides of a rhombus are equal, but its diagonals are not equal.
Q 20
A parallelogram with equal diagonals is a rectangle.
Q 21
There can exist a quadrilateral with three right angles and one obtuse angle.
Q 22
In any quadrilateral, only the sum of opposite angles is \(180^\circ\) .
Q 23
The diagonals of a square are equal and bisect each other at \(90^\circ\).
Q 24
All sides of a parallelogram are always equal.
Q 25
A quadrilateral can always be formed if only the measures of four sides are given.
🎯

Key Takeaways — QUADRILATERALS

Core facts for CBSE Boards & exams

1
Angle sum of a quadrilateral = 360°.
2
Parallelogram: opposite sides equal and parallel; opposite angles equal; diagonals bisect each other.
3
Rectangle: parallelogram + all angles 90° + equal diagonals.
4
Rhombus: parallelogram + all sides equal + diagonals bisect at 90° (but not necessarily equal).
5
Square: rhombus + rectangle (all sides equal, all angles 90°, equal diagonals, diagonals bisect at 90°).
6
Mid-Point Theorem: line joining midpoints of two sides of a triangle is parallel to the third side and half its length.
📚
ACADEMIA AETERNUM तमसो मा ज्योतिर्गमय · Est. 2025
Sharing this chapter
NCERT Class 9 Quadrilateral True False Questions
NCERT Class 9 Quadrilateral True False Questions — Complete Notes & Solutions · academia-aeternum.com
Master the key concepts of NCERT Class 9 Mathematics Chapter 8 "Quadrilaterals" with this comprehensive True-False questionnaire. Featuring 25 carefully crafted statements, each with clear answers and explanations, these questions help solidify understanding of quadrilaterals, parallelograms, rectangles, squares, rhombuses, kites, and trapeziums. Perfect for exam preparation, classroom revision, and deeper conceptual clarity, this resource targets misconception correction and builds confidence…
🎓 Class 9 📐 Mathematics 📖 NCERT ✅ Free Access 🏆 CBSE · JEE
Share on
academia-aeternum.com/class-9/mathematics/quadrilaterals/true-false/ Copy link
💡
Exam tip: Sharing chapter notes with your study group creates a reinforcement loop. Teaching a concept is the fastest path to mastering it.

QUADRILATERALS — Learning Resources

📄 Detailed Notes
🧠 Practice MCQs
📌 Exercise
📝 Exercises
Exercise-8.1 Exercise-8.2

Get in Touch

Let's Connect

Questions, feedback, or suggestions?
We'd love to hear from you.