By Maitree Choube
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Updated on 9 May 2025, 16:17 IST
RD Sharma Maths textbook is a great resource for students who want to prepare well for their exams. It covers all topics in detail with different types of questions to improve the understanding of the topic. To make learning easier, we have provided RD Sharma Class 6 Maths solutions in the form of free PDF downloads. These expertly solved answers help students clarify doubts quickly and prepare better. With the help of NCERT Solutions for subjects like Class 6 Science, Maths, English, and Hindi, students can study more effectively.
Mathematics can be challenging, but with the right guidance, it becomes an exciting subject to explore. RD Sharma Class 6 Maths Solutions are designed to offer step-by-step answers that make learning easier and more effective. Tailored to match the CBSE syllabus, these expertly crafted solutions help students strengthen basics, clarify doubts, and build a solid foundation for higher classes.
Whether you're preparing for exams or just aiming to improve your understanding of the topic, these RD Sharma Class 6 Solutions PDF offer detailed, topic-wise explanations that support comprehensive preparation. Easily accessible as a free PDF download, this trusted Maths study material is perfect for self-study, homework help, or online tutoring sessions.
Mastering maths in Class 6 becomes easier with RD Sharma Solutions Class 6 Maths, which offer detailed, chapter-wise explanations designed to align with the latest CBSE syllabus. These solutions act as a reliable resource for students looking to enhance their problem-solving skills and prepare effectively for school exams. Each topic is simplified with step-by-step methods, helping students build confidence and clarity in core mathematical concepts. Whether it’s geometry, number systems, or algebra, these solutions are tailored to meet the learning pace of every student.
Practicing from RD Sharma Class 6 Maths Solutions regularly not only helps in exam preparation but also gives students an edge in competitive exams. These expertly crafted answers provide a solid grip on the fundamentals while encouraging analytical thinking. With the RD Sharma Maths textbook and matching PDF solutions readily available, students can solve doubts instantly and revise efficiently. Perfect for topic-wise learning, the solutions are ideal for building accuracy and speed—two essentials for scoring high in mathematics.
Also Check: NCERT Solutions for Class 6
The RD Sharma Class 6 Maths textbook offers a strong foundation in mathematics through 23 well-structured chapters that introduce students to essential concepts. Designed as per the latest CBSE syllabus, these chapters range from basic number operations to geometry and data handling.
The RD Sharma Class 6 Maths Solutions are designed to help students build a strong foundation in mathematics by offering chapter-wise explanations that align with the latest CBSE syllabus. Each chapter in the RD Sharma textbook introduces a new concept with real-world relevance, making learning both meaningful and effective. Here's a brief overview of all the chapters included in Class 6 Maths:
This chapter introduces students to the world of large numbers. It explains how to read, write, and compare big numbers using both the Indian and International number systems. It also teaches how to estimate values and understand Roman numerals. These are essential skills for everyday activities like reading prices, distances, and population figures.
Topics Covered:
Chapter 1: Knowing Our Numbers
Q1. Write the number name of 708504 in the Indian system.
A1. Seven lakh eight thousand five hundred four.
Q2. Write 6,72,980 in expanded form.
A2. 6,00,000 + 70,000 + 2,000 + 900 + 80.
This chapter is all about the magic and logic behind numbers. Students learn how numbers are related through factors and multiples. It covers important topics like prime numbers, divisibility rules, and how to find HCF and LCM, which are useful in simplifying problems and solving puzzles.
Topics Covered:
Chapter 2: Playing with Numbers
Q1. Find the HCF of 36 and 60.
A1. HCF(36, 60) = 12.
Q2. Find the LCM of 8 and 12.
A2. LCM(8, 12) = 24.
Whole numbers are made up of all natural numbers, starting from 1, and also include zero. This chapter helps students understand how whole numbers work, especially when performing basic mathematical operations. It also explores the properties that make operations easier to handle.
Topics Covered:
Chapter 3: Whole Numbers
Q1. What is the identity element for addition of whole numbers?
A1. 0.
Q2. Is 0 a whole number?
A2. Yes, 0 is the first whole number.
This chapter focuses on how to perform operations like addition, subtraction, multiplication, and division using whole numbers. It also teaches how these operations are connected and how they follow certain rules or properties.
Topics Covered:
Chapter 4: Operations on Whole Numbers
Q1. Find: 458 × 1000
A1. 4,58,000
Q2. Subtract 928 from 1050.
A2. 1050 – 928 = 122
Here, students are introduced to negative numbers, which are used in real life to show values like temperatures below zero or financial losses. This chapter explains how to represent and operate on negative numbers using a number line.
Topics Covered:
Chapter 5: Negative Numbers and Integers
Q1. What is the successor of –6?
A1. –5
Q2. Which is greater: –3 or –8?
A2. –3 is greater.
Fractions represent parts of a whole. This chapter helps students understand different types of fractions and how to perform basic operations on them. It is very useful in day-to-day activities like measuring, cooking, and shopping.
Topics Covered:
Chapter 6: Fractions
Q1. Simplify: 15/45
A1. 1/3
Q2. Convert 2 ¼ to an improper fraction.
A2. (2 × 4 + 1)/4 = 9/4
Decimals are another way to represent fractions, especially in measurements and money. This chapter teaches how to read, write, and perform operations with decimals. It also shows the connection between decimals and the metric system.
Topics Covered:
Chapter 7: Decimals
Q1. Add: 4.56 + 3.2
A1. 7.76
Q2. Write 0.75 in words.
A2. Seventy-five hundredths.
Algebra is a way to use letters and symbols to represent numbers and rules. This chapter introduces basic algebraic expressions and how to form and solve them using simple rules.
Topics Covered:
Chapter 8: Introduction to Algebra
Q1. Write an expression: x added to 5.
A1. x + 5
Q2. Simplify: 3x + 4x – 2
A2. 7x – 2
This chapter explains how to compare quantities using ratios and how different values are related through proportions. It's useful in recipes, maps, and financial comparisons.
Topics Covered:
Chapter 9: Ratio, Proportion and Unitary Method
Q1. Simplify the ratio 24:36
A1. 2:3
Q2. If 5 pens cost ₹50, what is the cost of 1 pen?
A2. ₹10
Geometry begins here! Students learn about basic shapes, lines, points, and curves. The chapter introduces the building blocks of geometry that are seen everywhere around us.
Topics Covered:
Chapter 10: Basic Geometrical Ideas
Q1. How many endpoints does a line segment have?
A1. Two.
Q2. What is a ray?
A2. A part of a line with one endpoint and extends endlessly in one direction.
This chapter introduces the basic concept of angles. Angles are formed when two rays meet at a common point. Students learn how to recognize different types of angles and measure them using a protractor. Angles are everywhere — from clocks to road signs!
Topics Covered:
Chapter 11: Angles
Q1. An angle of 90° is called?
A1. Right angle.
Q2. Name an angle less than 90°.
A2. Acute angle.
Triangles are 3-sided closed figures that are a fundamental part of geometry. In this chapter, students explore different types of triangles based on their sides and angles. They also learn how to name triangles and understand their basic properties.
Topics Covered:
Chapter 12: Triangles
Q1. A triangle with all sides equal is called?
A1. Equilateral triangle.
Q2. Triangle with all angles less than 90° is called?
A2. Acute-angled triangle.
A quadrilateral is a shape with four sides. This chapter helps students identify different quadrilaterals based on their sides and angles. It also explains their properties, which are useful in architecture and design.
Topics Covered:
Chapter 13: Quadrilaterals
Q1. How many sides does a quadrilateral have?
A1. Four.
Q2. Is a square a quadrilateral?
A2. Yes.
Circles are round shapes with no sides or corners. This chapter introduces parts of a circle like radius, diameter, and chord. Students learn to draw and measure circles using a compass, which is fun and useful in real life.
Topics Covered:
Chapter 14: Circles
Q1. What is the distance from the center to any point on the circle called?
A1. Radius.
Q2. The longest chord of a circle is?
A2. Diameter.
This chapter is all about how lines interact with each other. Students learn what happens when lines cross (intersect) or run side-by-side (parallel). When a third line cuts through them (called a transversal), several types of angles are formed.
Topics Covered:
Chapter 15: Understanding Elementary Shapes
Q1. How many faces does a cube have?
A1. 6
Q2. What shape has three sides and three angles?
A2. Triangle
This chapter explores 3D shapes that have depth in addition to length and width. Students learn to identify shapes like cubes, cuboids, cones, and spheres, and understand their faces, edges, and vertices.
Topics Covered:
Chapter 16: Symmetry
Q1. How many lines of symmetry does a square have?
A1. 4
Q2. Name one shape with no line of symmetry.
A2. Scalene triangle
Symmetry is when a shape looks the same on both sides of a dividing line. This chapter helps students identify symmetrical figures and draw lines of symmetry, which are common in art, nature, and design.
Topics Covered:
Chapter 17: Practical Geometry
Q1. What instrument is used to draw a circle?
A1. Compass.
Q2. Name the tool used to measure angles.
A2. Protractor.
Before doing constructions, it's important to understand the tools used in geometry. This chapter introduces instruments like the ruler, compass, divider, and protractor, and teaches their uses.
Topics Covered:
Chapter 18: Perimeter and Area
Q1. Find the perimeter of a square with side 6 cm.
A1. 4 × 6 = 24 cm
Q2. Area of rectangle = ?
A2. Length × Breadth
This is a practical chapter where students apply their tool knowledge to draw geometrical shapes and angles. It includes drawing line segments, perpendiculars, and angle bisectors using compass and ruler only.
Topics Covered:
Chapter 19: Data Handling
Q1. What is a pictograph?
A1. Representation of data using pictures or symbols.
Q2. The average value of a data set is called?
A2. Mean
Mensuration is the study of measuring lengths, areas, and volumes. This chapter teaches students how to find the perimeter and area of various shapes, which is helpful in real-life tasks like fencing a garden or painting a wall.
Topics Covered:
Data handling teaches how to organize and present information clearly. This chapter focuses on collecting data, making tables, and drawing graphs. It’s especially useful in statistics and everyday decision-making.
Topics Covered:
This chapter helps students recognize and classify shapes based on their properties like sides and angles. It teaches how to measure line segments and angles using simple tools.
Builds strong concept clarity through step-by-step explanations and detailed examples.
Infinity Learn offers accurate, step-by-step RD Sharma Class 6 Solutions that are prepared by expert Maths teachers to ensure concept clarity and better exam preparation. With easy explanations and interactive learning, it helps students boost their problem-solving skills and gain confidence in Maths.
Yes, Infinity Learn solutions for RD Sharma Class 6 Maths are completely based on the latest edition of the textbook. All chapters and exercises are updated regularly to match the current CBSE syllabus and exam patterns, ensuring reliable and relevant practice.
Absolutely! RD Sharma is one of the best reference books for Class 6 CBSE students, as it offers in-depth explanations, a wide range of questions, and a strong foundation in basic and advanced Maths concepts—perfect for school exams and Olympiad preparation alike.
Start by reading the concept from the chapter, then practice the examples before moving on to exercises. Use Infinity Learn’s RD Sharma Solutions to cross-check your answers or clarify doubts. Regular practice and revision are key to mastering Maths.
The book-only PDF contains theory and questions, while the solution PDF provides step-by-step answers to every exercise and example. Using both together enhances understanding and makes self-study smoother, especially for tricky problems.
Both are great, but they serve different purposes. NCERT Maths is essential for basic concept learning and board exam preparation. On the other hand, RD Sharma provides additional practice, higher-level questions, and detailed explanations, making it ideal for competitive exams and concept mastery.
Yes, RD Sharma Solutions are highly recommended for self-study. With detailed explanations and solved examples on Infinity Learn, students can understand concepts on their own and improve their Maths skills without extra help.
Definitely! RD Sharma includes higher-order thinking questions that are excellent for preparing for Math Olympiads, NTSE, and KVPY. It sharpens logical thinking, application skills, and boosts performance in school and beyond.