NCERT Syllabus for class 8 Maths - The National Council of Educational Research and Training, commonly known as NCERT, publishes textbooks and syllabus of class 8 for all subjects. This syllabus is followed by most of the CBSE schools across the country. Class 8 CBSE or NCERT Maths syllabus Maths and other subjects are important as it holds a strong base for the advanced syllabus to be studied in higher classes of 9th and 10th. The NCERT syllabus is framed in a very precise manner according to the latest curriculum So it is important, not only for academic but it also referred for various competitive entrance exams such as JNVST, AISSEE. NCERT class 8 syllabus Maths is helpful for students to prepare accordingly to achieve maximum marks in their exams. Read below the article to download the complete NCERT syllabus and solution of 8th class Maths.

## NCERT Syllabus for Class 8 Maths

- Maths being an important subject for class 8 students requires a lot of practice to score good marks in the exam. So they should analyze CBSE class 8 Maths syllabus.
- Unlike other theoretical subjects, Maths contains numerical questions which can be solved only through regular practice and using the analytical skills.
- Maths is a subject which has a lot of formulas and one needs to memorize the formulas and know the procedures to solve the questions.
- Students must be aware of the NCERT syllabus for class 8 first to do so.
- Maths syllabus includes the 16 chapters, Students can download topic wise
**NCERT class 8 math syllabus pdf**

Download NCERT class 8 Maths Solution below -

Chapters | Links to download Topics wise solution | Topics | Marking Scheme |

1 | Rational Numbers | Properties of Rational Numbers, Commutativity, Associativity, Negative of a number, Reciprocal, Distributivity of multiplication over addition for rational numbers, Representation of Rational Numbers on the Number Line, Rational Numbers between Two Rational Numbers | 5-6 |

2 | Linear Equations in One Variable | Solving Equations which have Linear Expressions on one Side and Numbers on the other Side, Solving Equations having the Variable on both Sides, Applications, Reducing Equations to Simpler Form, Equations Reducible to the Linear Form | 5-6 |

3 | Understanding Quadrilaterals | Polygons, Sum of the Measures of the Exterior Angles of a Polygon, Kinds of Quadrilaterals, Parallelogram, A rectangle, A square | 6-7 |

4 | Practical Geometry | Constructing a Quadrilateral, When two diagonals and three sides are given, Some Special Cases | 7-8 |

5 | Data Handling | Looking for Information, Organising Data, Grouping Data, Circle Graph or Pie Chart, Chance and Probability | 7-8 |

6 | Squares and Square Roots | Properties of Square Numbers, Finding the Square of a Number, Pythagorean triplets, Square Roots, Finding square root through prime factorisation, Square Roots of Decimals, Estimating Square Root | 5-6 |

7 | Cubes and Cube Roots | Cubes, Cube Roots, Cube root of a cube number | 5-6 |

8 | Comparing Quantities | Ratios and Percentages, Finding the Increase or Decrease Per cent, Finding Discounts, Prices Related to Buying and Selling (Profit and Loss), Sales Tax/Value Added Tax/Goods and Services Tax, Compound Interest, Deducing a Formula for Compound Interest, Rate Compounded Annually or Half Yearly (Semi-Annually), Applications of Compound Interest Formula | 6-7 |

9 | Algebraic Expressions and Identities | Terms, Factors and Coefficients, Monomials, Binomials and Polynomials, Like and Unlike Terms, Addition and Subtraction of Algebraic Expressions, Multiplication of Algebraic Expressions: Introduction, Multiplying a Monomial by a Monomial, Multiplying a Monomial by a Polynomial, Multiplying a Polynomial by a Polynomial, What is an Identity?, Standard Identities, Applying Identities | 8-9 |

10 | Visualizing Solid Shapes | Views of 3D-Shapes, Mapping Space Around Us, Faces, Edges and Vertices | 2-3 |

11 | Mensuration | Area of Trapezium, Area of a General Quadrilateral, Area of a Polygon, Solid Shapes, Cuboid, Cube, Cylinders, Volume of Cube, Cuboid and Cylinder, Volume and Capacity | 10-11 |

12 | Exponents and Powers | Powers with Negative Exponents, Laws of Exponents, Use of Exponents to Express Small Numbers in Standard Form | 5-6 |

13 | Direct and Inverse Proportions | Direct Proportion, Inverse Proportion | 7-8 |

14 | Factorization | What is Factorisation?, Division of Algebraic Expressions, Division of Algebraic Expressions Continued (Polynomial ÷ Polynomial) | 8-9 |

15 | Introduction to Graphs | A Bar graph, A Pie graph (or a circle-graph), A histogram, A line graph, Linear Graphs | 7-8 |

16 | Playing with Numbers | Numbers in General Form, Games with Numbers, Letters for Digits, Tests of Divisibility | 2-3 |

Also, check the syllabus of other important subjects

- NCERT Syllabus for Class 8 Social Science
- NCERT Syllabus for Class 8 English
- NCERT Syllabus for class 8 Science

### Advantages of NCERT class 8 Maths syllabus

- It contains all the topics in a flow from basic level to advanced level which is helpful to ace the exam.
- It is providing the time table for the study of each topic which helps students to frame their schedule as per the stipulated time-period.

### NCERT Books for Class 8

National Council of Educational Research and Training publishes NCERT class 8 books for all the subjects which can also be accessed online. The concepts given in the books are very simple and easily understandable. Most of the CBSE schools and state board follows the NCERT books To download the NCERT class 8 books for all subjects, click on the given links.

- NCERT books for class 8 Maths
- NCERT Books for class 8 English
- NCERT Books for class 8 Science
- NCERT Books for Class 8 Social Science

### CBSE class 8 exam Preparation tips:

- First of all, go through the NCERT syllabus for class 8 Maths thoroughly, to analyze it and prepare a strategy and time table to study.
- Make a proper time table for study and include the time for hobbies and Interest. Shuffle the subjects to avoid boredom. to cover each and every topic.
- cover each and every topic while studying and clear all the doubts from your teacher or friend.
- Students should use the NCERT books for class 8 as prescribed by the schools.
- Make notes of formulas and important topics and revise it daily.
- Practice the questions given in the chapters and use solutions in case of any problem. These questions will help you to analyze your preparation level.
- Candidates should go through the NCERT solutions. These are useful for students who have trouble in solving a difficult problem in this subject.
- Try remembering the formulas by practising the related questions regularly.