The sixth grade provides the foundation on which the concepts of the higher grades are built. If the students have weak fundamental knowledge, there will be an extreme change for students when upgrading to higher grades. Aakash aims to erase this change and provide solutions to all the problems as far as possible. Aakash provides free PDF Solutions for RD Sharma Class 6 Maths to facilitate students, which is a great help. We recommend that the students download the PDF format and go through it thoroughly after learning the textbook. This will ensure an in-depth understanding of the subject. This is one of the golden periods, where students can learn all the basics and lay the foundation for their upcoming Grades. The students should learn every topic without ignoring the difficult part. Aakash is one of the platforms which help students to guide with the best and easiest solutions for RD Sharma. It is designed so that students can get an idea of every basic required to solve further problems.
At Aakash, we have provided RD Sharma Solutions for Class 6 Maths, which students can use to understand every concept more transparently. Mathematics is one of the subjects where "understanding the concepts" is very much important. Therefore, before solving problems, students must have a clear idea of concepts. So, the solutions are prepared along with the essential key points and conceptual based analysis, which reduces the students' question- solving time. Therefore, explanations are created in an easy-to-understand language level, making it easier for the students to intake more information.
Well-trained professionals and faculty prepare the RD Sharma Solutions for Class 6 Maths with good experience. Each solution contains a step-by-step answer, the required formula, and the steps are provided according to the level of the question. Aakash institute provides an answer in different ways, where students can prefer their way of learning. The solutions are designed based on current norms and syllabus. Aakash institute provides answers based on the capability of the students of the respective class. Questions are arranged based on the level from lower to higher, and for complex level problems, key points are given for better understanding. Students can work out on their own when similar questions are given if they have been practising the RD Sharma solution of Aakash institute. In the Aakash RD Sharma Solutions for Class 6 Maths, we have considered every chapter and provided solutions for every question. The RD Sharma Textbook for Class 6 Maths consists of 23 chapters covering all the basic mathematics concepts with an apt number of examples. Moreover, solutions are written concerning the capability of a student of the respective class.
Chapter 1: Knowing Our Numbers
Chapter 2: Playing with Numbers
Chapter 3: Whole Numbers
Chapter 4: Operations on whole Numbers
Chapter 5: Negative Numbers and Integers
Chapter 6: Fractions
Chapter 7: Decimals
Chapter 8: Introduction to Algebra
Chapter 9: Ratio, Proportion, and Unitary Method
Chapter 10: Basic Geometrical Concepts
Chapter 11: Angles
Chapter 12: Triangles
Chapter 13: Quadrilaterals
Chapter 14: Circles
Chapter 15: Pair of Lines and Transversal
Chapter 16: Understanding Three Dimensional Shapes
Chapter 17: Symmetry
Chapter 18: Basic Geometrical Tools
Chapter 19: Geometrical Constructions
Chapter 20: Mensuration
Chapter 21: Data Handling I (Presentation of Data)
Chapter 22: Data Handling II (Pictographs)
Chapter 23: Data Handling III (Bar Graphs)
The very first chapter of RD Sharma Class 6 deals with the sequence and format of numbers. This chapter also discusses the smallest and largest numbers between the given ranges and how to form 3 or 5 digit numbers using unique digits. The chapter Know Our Numbers helps students to understand the real use of numbers in various fields. The students learn to represent numbers using the Indian and the International System. The important concepts of place and face values are discussed. The students get acquainted with the basic rules of the number system.
This chapter combines the number with its subdivisions. It brings out the factors and multiples of numbers that are used for numerous purposes. Furthermore, it categorizes the number into different types, depending on a specific property. Chapter 2 Playing with Numbers also includes operations like Prime factorization methods, which lead to a new way of dealing with numbers. This chapter further provides a glimpse of different methods to solve real-life problems. The chapter is vaguely based on the HCF and LCM and how these operations can figure out some real-life problems.
The next chapter deals with Whole Numbers and their important properties. The chapter can be considered an extension of the natural numbers. It also explains various rules which are followed by the whole numbers. It further concentrates on operations and calculation, such as arranging the numbers and finding the predecessor and successor necessary to deal with higher-level problems.
This chapter is a continuation of the previous one. It primarily concentrates on the operations that can be performed on whole numbers. It explains the use of whole numbers with the help of a magic square with the same number of rows and columns, and the sum of numbers in each row, column and diagonal are the same. Therefore, it is considered as the major application of whole numbers. This chapter further continues with the method to check the divisibility of whole numbers. It can be verified by proceeding with actual division and noting down the quotient and remainder. This chapter also includes various patterns that can be identified using square, rectangle and triangular methods.
In this chapter, students will learn about negative numbers and their uses in real-life situations. It deals with rules while performing operations with negative numbers. The chapter introduces the concept of negative numbers for students, and it explains their position on the number line. This chapter further focuses on the easiest method to find the difference between two negative numbers. It also includes various numerical examples to get a fair idea about the negative numbers.
This chapter gives the students an overview of fractions and their types. It helps to understand the terms and notations used to deal with the fractions. In this chapter, numerous diagrams are used to understand it without any difficulty. The operations on fractions are discussed in the chapter, along with the comparison of two fractions. It also explains the types of fractions involved. Students can also learn the simplification process involved in fractions with the help of LCM and factors.
In this chapter, students learn in detail about Decimals and various ways of dealing with them. It is widely used in real life. It is also worth saying that decimal has been extracted from the fraction, which is considered part of the fraction. This chapter provides a glimpse of the value of digits involved and teaches the students to determine the greatest decimal number in a set of numbers. It also includes various applications like converting paise to rupees, converting centimetre to meters and so on.
This chapter introduces students to Algebra and the way of representing it. The main concept of Algebra is, it uses variables and changes them with the help of a few rules according to the requirement. It further provides a clear explanation of various terms involved and required to solve algebraic numerical. It also involves rules for manipulating symbols and finding expressions using variables and constants. The algebraic expression forms a very important aspect in future classes. These expressions become an important tool in solving questions that are introduced in higher classes.
In this chapter, students will learn about ratio concepts, which are the basics to understand most mathematical concepts. This chapter is based on how numbers can be compared through different methods like division, which is efficient. It helps you to find the value of a unit quantity if the value of any other related entity is given. It further explains the terms involved in ratio and proportion and also deals with various problems regarding proportion.
Students will learn about the basics required to understand the 2d and 3d shapes. The basic geometrical concepts depend on three basic concepts: point, line, and plane. These are the basic terms through which other shapes are defined. This chapter also provides a clear explanation regarding each of the concepts that are crucial to basic geometry with the required number of examples. It also includes the relationship among each other, which is useful to solve numerical problems.
This chapter comprises the description of an angle and its various types. It covers all the notations required to identify an angle. It helps students understand the different types of angles involved in each shape and further classify the angles based on three criteria. It also aims to provide the application of angles to work out problems in real life. Certain rules related to various types of angles are taught to the students.
This chapter focuses on one of the shapes formed by three non-parallel line segments consisting of a particular angle between them. It explains the classification of triangles based on the size and angle and deals with the important properties of triangles. It provides a difference between a triangle and a triangular region. Further, it focuses on the naming of the triangle. There are various problems related to the angles of the triangles.
The chapter Quadrilateral encloses the various types of quadrilaterals and formulas required to determine the sides and angles. This focuses on the naming of the quadrilateral, also the order of the vertices, which plays a crucial role. The shapes are classified by the number of sides in this chapter. It deals with the intricacies of various types of quadrilateral, such as parallelogram, rhombus, kite, rectangle, trapezoid, square, and isosceles trapezoid, each varying in a specific property. This chapter also includes the classification based on the angles.
Circles play an important role in our daily life. This chapter helps students understand the circles in detail. It focuses on its parts and also concentrates on arcs and chords. It helps students construct circles and perpendicular bisectors for required radii and identify the interior and exterior angles. It also includes a few important formulas to find the diameter and radius of the circle.
This chapter explains the parallel lines, which do not intersect while they lie on the same plane. The chapter is based on their properties, special aspects, applications and questions. This chapter also focuses on transversal lines. A line crossing at least two other lines that are parallel is called a traversal. It is easier to construct a transversal line. The chapter also deals with the angles (and their various types) formed between the parallel and the transversal line. This chapter further concentrates on finding the value of angles formed based on their position.
The shapes which we see in our daily lives are generally three-dimensional shapes that are solids. This chapter primarily encloses three-dimensional shapes and their terms. It further introduces various three-dimensional shapes and their properties based on the number of shapes. By the end of this chapter, students will get a glimpse of the properties of 3-D figures.
The entire chapter completely focuses on the symmetric object and the number of lines of various figures. It further details the rules of symmetry involved when moved, rotated or flipped. Finally, it gives a glimpse of various types of symmetry. The questions of this chapter are crucial to higher classes as the concepts learnt here will be used in chemistry and biology in future classes.
This chapter is interrelated to chapter 10. Properties of shapes can be identified theoretically. But construction of shapes in practice is necessary. In this chapter, various geometric tools are introduced through which shapes can be constructed. It deals with the uses and importance of geometric tools. It also concentrates on the difference involved between them. The theoretical knowledge of these tools is vital to the practical application of these very same tools.
The next chapter deals with the method involved to construct a shape with the help of tools introduced in the previous chapter. This chapter starts with the steps to draw a line segment of the desired measurement using a ruler and compass. Then, further, it deals with the steps to bisect the line segment. Finally, it helps students to learn methods to construct a circle and non-parallel chords by compass.
This chapter focuses on formulas to calculate different areas, volume, and perimeter of two dimensional and three-dimensional shapes. Every figure has its area and perimeter, depending on its size. It is used to study the calculations of geometric figures. It also deals with the difference between 2D and 3D shapes. Finally, the chapter helps students solve cost- related problems that can be faced in real life related to the perimeter or area of these figures.
In this chapter, the students will understand how to arrange and present the given data to understand it precisely. Data handling ensures performing the required analysis on data. It further discusses the tabulation method to represent the data and calculations involved. The chapter on data handling is considered important because these form the basis of many processes used in real life. This is the branch of mathematics implemented to understand the economic market and do forecasting and analysis.
The chapter Pictograph entirely focuses on various methods of representing data using pictures and symbols. This is most common in sectors where data is compared visually. This chapter further focuses on the rules involved to draw the pictograph and includes its advantages over other methods.
This chapter deals with the most commonly used way of representing the data. Students are introduced to different bar graphs and help identify their uses in various fields. Students are also taught to read these graphs and obtain tangible information from these representations. Finally, they are also introduced to the methods of drawing these figures.
Ques 1. Why are RD Sharma solutions for class 6 Maths important?
Practice is the key factor to gain marks as well as knowledge in the subject of Maths. Aakash RD Sharma Solutions for Class 6 Maths provides solutions and proper explanation where students can practice it with minimal time without any doubts. Solutions are prepared by experienced faculty members who work out the easiest for the students. These RD Sharma Solutions cover all the questions in the chapter, and the step-by-step answer is provided according to the level of difficulty offered by the question. Thus, students can clear all the doubts involved in any concepts.
Ques 2. Where to find and download RD Sharma solutions for class 6th maths?
Aakash is a learner-friendly website. Students can easily find and download the required RD Sharma solution on the official Aakash website. The solutions are provided chapter-wise to avoid difficulty. Students can also download the complete solution along with the sub- concepts related to it. They are available in PDF format, and solutions are provided for all the subjects of class 6 th . Finally, students can write to Aakash if there is a need for any extra clarification.