CBSE Class 7 Mathematics Constructions and Tilings MCQs Set 02

Welcome! Check out CBSE Class 7 Mathematics Constructions and Tilings MCQs Set 02 given below. Get multiple choice questions for Class 7 Chapter 06 Constructions and Tilings Mathematics with answers, following current CBSE, NCERT, and KVS guidelines. Explore more chapter-wise MCQs for CBSE Class 7 Mathematics and download helpful study resources for all subjects.

CBSE/Class 7 Mathematics: Chapter 06 Constructions and Tilings Questions

Check out the 50 questions with answers for Class 7 Mathematics to build a strong grasp of every topic in Chapter 06 Constructions and Tilings.

Class 7 Mathematics Chapter 06 Constructions and Tilings Objective Questions

Question. For the eye drawing, the line XY is called the
(a) Border
(b) Supporting line
(c) Final line
(d) Curve

Answer: B

Question. To get different eye shapes, we choose points C and D on the
(a) Boundary
(b) Perpendicular bisector
(c) Support line XY
(d) Corner

Answer: B

Question. If we draw arcs from X and Y with same radii, they meet at
(a) Point A and B
(b) Point O
(c) Center
(d) Corner

Answer: A

Question. Division of a line into two identical parts is called
(a) Tiling
(b) Bisection
(c) Symmetry
(d) Construction

Answer: B

Question. The SAS congruence condition uses two sides and one
(a) Line
(b) Angle
(c) Point
(d) Arc

Answer: B

Question. Simplest tools for geometric construction are compass and unmarked
(a) Pen
(b) Ruler
(c) Scale
(d) Eraser

Answer: B

Question. Line that bisects a given line and is at 90 degrees is the
(a) Straight line
(b) Perpendicular bisector
(c) Parallel line
(d) Support line

Answer: B

Question. If triangles AOX and AOY are congruent, then OX will be
(a) Equal to OY
(b) Longer than OY
(c) Shorter than OY
(d) Zero

Answer: A

Question. To make the eye look symmetrical, upper and lower arcs must have the same
(a) Color
(b) Radius
(c) Thickness
(d) Height

Answer: B

Question. For AB to be the perpendicular bisector of XY, O must be the
(a) Start point
(b) Midpoint
(c) End point
(d) Vertex

Answer: B

Question. Finding midpoint using compass and ruler is more
(a) Slow
(b) Accurate
(c) Difficult
(d) Simple

Answer: B

Question. To get a 45 degree angle, we can first construct and then bisect a
(a) 60 degree angle
(b) 90 degree angle
(c) 120 degree angle
(d) 180 degree angle

Answer: B

Question. To find midpoint of a rope for ground work, we must
(a) Cut it
(b) Fold it into half
(c) Stretch it
(d) Color it

Answer: B

Question. When a rope is fully stretched between two points, it forms a
(a) Curve
(b) Straight line
(c) Circle
(d) Loop

Answer: B

Question. For angle bisection, we use which congruence condition?
(a) AAA
(b) SSS
(c) RHS
(d) SSA

Answer: B

Question. Sulba-Sutras were used in Vedic period for building
(a) Houses
(b) Fire altars
(c) Schools
(d) Roads

Answer: B

Question. If 360 degrees is divided into 8 equal parts, each angle is
(a) 30 degree
(b) 45 degree
(c) 60 degree
(d) 90 degree

Answer: B

Question. To make exact copies of a unit, we need same arm lengths and same
(a) Colors
(b) Angle
(c) Paper
(d) Pencil

Answer: B

Question. To make a 90 degree angle at point O, we first find a
(a) Circle
(b) Line segment with O as midpoint
(c) Square
(d) Triangle

Answer: B

Question. To draw parallel lines, we construct equal
(a) Lengths
(b) Corresponding angles
(c) Points
(d) Arcs

Answer: B

Chapter 06 Constructions and Tilings Objective Questions & Solutions for Class 7 Mathematics

Download Multiple Choice Questions: Chapter 06 Constructions and Tilings (Class 7 Mathematics)

Access these MCQs for Chapter 06 Constructions and Tilings to evaluate your conceptual understanding swiftly. Built according to the active CBSE curriculum for Class 7 Mathematics, these multiple-choice questions encourage regular practice. Solving these objective problems helps clarify core themes and raises grades in school evaluations.

Chapter 06 Constructions and Tilings NCERT Based Objective Questions

Built strictly from the official NCERT book for Class 7, these Mathematics objective questions highlight essential exam topics. Compare your final answers against our provided keys after practice. Reviewing our expert NCERT solutions for Class 7 Mathematics will further clarify concepts in Chapter 06 Constructions and Tilings.

Online Practice and Revision for Chapter 06 Constructions and Tilings Mathematics

Enhance your exam readiness by attempting the Class 7 Mathematics MCQ test hosted on our site at no cost. Regular engagement sharpens both speed and precision. Routine review of these Mathematics concepts ensures complete mastery over your entire syllabus.

FAQs

Where can I access latest CBSE Class 7 Mathematics Constructions and Tilings MCQs Set 02?

You can get most exhaustive CBSE Class 7 Mathematics Constructions and Tilings MCQs Set 02 for free on StudiesToday.com. These MCQs for Class 7 Mathematics are updated for the 2026-27 academic session as per CBSE examination standards.

Are Assertion-Reasoning and Case-Study MCQs included in the Mathematics Class 7 material?

Yes, our CBSE Class 7 Mathematics Constructions and Tilings MCQs Set 02 include the latest type of questions, such as Assertion-Reasoning and Case-based MCQs. 50% of the CBSE paper is now competency-based.

How do practicing Mathematics MCQs help in scoring full marks in Class 7 exams?

By solving our CBSE Class 7 Mathematics Constructions and Tilings MCQs Set 02, Class 7 students can improve their accuracy and speed which is important as objective questions provide a chance to secure 100% marks in the Mathematics.

Do you provide answers and explanations for CBSE Class 7 Mathematics Constructions and Tilings MCQs Set 02?

Yes, Mathematics MCQs for Class 7 have answer key and brief explanations to help students understand logic behind the correct option as its important for 2026 competency-focused CBSE exams.

Can I practice these Mathematics Class 7 MCQs online?

Yes, you can also access online interactive tests for CBSE Class 7 Mathematics Constructions and Tilings MCQs Set 02 on StudiesToday.com as they provide instant answers and score to help you track your progress in Mathematics.