RD Sharma Solutions for Class 6 Maths Chapter 10 Basic Geometrical Concepts

RD Sharma Solutions for Class 6 Maths Chapter 10: This chapter introduces students to the fundamental building blocks of geometry. Understanding these basic concepts creates a strong foundation for more advanced geometrical studies in higher classes. These RD Sharma solutions are fully aligned with the latest CBSE syllabus, making them a dependable resource for effective exam preparation. 

Each concept—ranging from points, lines, and angles to curves and surfaces—is explained through step-by-step methods that simplify learning for Class 6 students. Designed to strengthen conceptual clarity and enhance visual understanding, these solutions help young learners build a strong foundation in geometry while boosting their confidence in solving problems. Ideal for both classroom revision and independent practice, this chapter serves as a comprehensive guide for mastering the basic geometrical concepts with ease.

RD Sharma Solutions for Class 6 Maths Chapter 10 Basic Geometrical Concepts

With clear explanations and well-structured solutions, this chapter helps to build a strong foundation for future mathematical learning. These solutions are prepared by experienced educators. It cover topics such as points, lines, angles, curves, and surfaces are explained using simple methods that make understanding basic geometrical concepts easy and effective.

Students seeking additional practice can boost their learning with Class 6 Maths Chapter 10 worksheets and exercises based on RD Sharma Solutions, helping them sharpen their visual reasoning and spatial understanding. For quick access and flexible learning, RD Sharma Class 6 Maths PDF download options are readily available online, enabling students to study anytime and anywhere with ease.

In addition to RD Sharma, students can also refer to NCERT Solutions for Class 6 Maths to enhance their practice and approach the subject from different angles. For complete preparation, the RD Sharma Class 6 full book PDF is a must-have resource that covers all the chapters of the CBSE Maths curriculum in one convenient file.

By using RD Sharma Solutions for Class 6 Maths Chapter 10, students can confidently master fundamental geometry and prepare effectively for both school exams and Olympiads.

Don't Miss:

• RD Sharma Solutions for Class 6 Maths Chapter 1
• RD Sharma Solutions for Class 6 Maths Chapter 2
• RD Sharma Solutions for Class 6 Maths Chapter 3
• RD Sharma Solutions for Class 6 Maths Chapter 4

Download RD Sharma Solutions for Class 6 Maths Chapter 10 Basic Geometrical Concepts PDF Here

RD Sharma Solutions for Class 6 Maths Chapter 10 – Basic Geometrical Concepts PDF includes all the essential exercises that introduce students to the fundamental ideas of geometry in a clear and structured manner. This chapter lays the groundwork for understanding shapes, figures, and their properties. It covers the following exercises:

👉 Exercise 10.1 – Understanding Points, Lines, and Planes
👉 Exercise 10.2 – Types of Lines: Intersecting, Parallel, and Perpendicular
👉 Exercise 10.3 – Line Segments and Rays
👉 Exercise 10.4 – Introduction to Angles and Their Types
👉 Exercise 10.5 – Open and Closed Figures, Curves, and Polygons

To support convenient learning and revision, we provide the RD Sharma Class 6 Maths Chapter 10 PDF, allowing students to download and study the material anytime, even offline. The solutions are designed to follow a step-by-step approach, helping students develop clarity and confidence while strengthening their understanding of basic geometrical concepts. These resources are especially useful for school exam preparation and daily practice, perfectly aligned with the 2024-25 CBSE syllabus.

Whether you're looking to revise quickly or grasp geometry from the ground up, these solutions are an excellent resource for mastering this important chapter.

Access Answers to RD Sharma Textbook Solutions for Class 6 Maths Chapter 10

1. Plot any three points in your notebook and assign them names.
Solution:
Three points can be marked and labeled as A, P, and H on your page.

2. Sketch a line in your notebook and label it with a lowercase alphabet.
Solution:
Draw a straight line and name it as line l.

3. Draw a straight line and label it using any two points lying on it.
Solution:

4. List three real-world examples of the following:

(i) Points

A pinhole on a map

The junction where two walls and a floor meet

A full stop at the end of a sentence

(ii) A segment of a line

A metal curtain rod

A beam of light

An overhead electric cable

(iii) Flat (plane) surfaces

A whiteboard's surface

A tabletop

A wall's surface

(iv) A section of a plane

A mirror’s surface

The surface of calm water in a pool

A piece of paper

(v) Curved surfaces

An ink bottle

A teapot

A gas cylinder

5. Identify whether the following represent a portion of a line:

(i) A rubber band pulled tight →  Yes
(ii) An electric wire stretched between poles → No
(iii) A spider lowering itself using a thread → Yes

6. Is it possible to draw a straight line that lies entirely on the surface of a sphere?
Solution:
No, a line cannot lie completely on a sphere’s surface.

7. Draw a point on paper and then sketch a line that passes through it. How many lines can pass through this single point?
Solution:
An infinite number of lines can be drawn through a single point.

8. Mark two points (A and B) and draw a line passing through them. How many lines can be formed through both points?
Solution:
Only one unique line can pass through both A and B.

9. Give one real-world example each of:

(i) A horizontal surface → The ceiling of a room
(ii) A vertical surface → The wall of a room

10. How many lines can pass through the following?

A single point → Countless (infinite) lines

Two given points → Only one line

Three collinear points → Exactly one line

11. Is it possible for one line to pass through exactly three points?
Solution:

Yes, provided all three points lie on the same straight line (i.e., are collinear).

12. Why can't a line have a midpoint?
Solution:
Since a line extends infinitely in both directions, it doesn’t have a fixed length—so, we cannot determine a midpoint. Only line segments, which have definite ends, can have midpoints.

13. Choose three points A, B, and C that do not lie on the same line. Draw lines joining every pair of points. How many unique lines can you make?
Solution:
From points A, B, and C, the lines AB, AC, and BC can be drawn. So, a total of three distinct lines can be formed.

14. Answer the following about coplanar points:

(i) Can 150 points be coplanar? → Yes, any number of points can lie in a single plane.
(ii) Can three points be non-coplanar? → No, because any three points will always lie on some plane.

15. Using a ruler, check if the following points lie on the same line (i.e., are collinear):

(i) D, A, and C →  They are collinear
(ii) A, B, and C → They are not collinear
(iii) A, B, and E → They are collinear
(iv) B, C, and E → They are not collinear

Advantages of Using RD Sharma Solutions for Class 6 Maths Chapter 10

There are many advantages of solving RD Sharma solutions. Some are listed below:

1. Builds strong foundation in geometry concepts like points, lines, and angles that are essential for higher mathematics studies.
2. Step-by-step explanations make complex geometrical problems easier to understand, helping students grasp concepts at their own pace.
3. Variety of practice questions reinforces learning through different problem types, improving critical thinking and analytical skills.
4. Visual representations help students better visualize abstract geometric concepts, making learning more engaging and effective.
5. Comprehensive coverage ensures students master all aspects of the curriculum, giving them confidence for exams and future mathematical challenges.