The Maharashtra State Board of Secondary and Higher Education is an autonomous educational body that conducts the Class 9 examination. In addition, the board conducts the HSC and SSC examinations every year for the students studying under this board. Nine divisional boards are situated in Mumbai, Pune, Latur, Aurangabad, Amravati, Nasik, Kolhapur, Ratnagiri, and Nagpur.
There are various subjects in Class 9 like Mathematics, Social Sciences, IT, Science &Technology, first, second and third language. The MH Board Maths Class 9 Syllabus is available on the official website of the Maharashtra State board.
The theory paper of Class 9 mathematics gets conducted out of 80 marks. The paper gets divided into parts, each with 40 marks. The first paper is for Algebra and the second one is Geometry. The remaining 20 marks get allocated from the practical examination conducted by the school as per the MH Board Maths Class 9 Syllabus.
The syllabus gets designed in a manner that provides a foundation for the Class 10 Maths paper. There has been a 25% reduction in the syllabus because of the ongoing pandemic. The revised syllabus is available on the official website. In this article, we would be discussing the MH Board Maths Class 9 Syllabus 2021 in detail.
MH Board Class 9 Maths Theory Syllabus
The MH board has released a detailed Maharashtra Board Maths Class 9 Syllabus 2021 on their official website. All the affiliated schools should follow the prescribed syllabus.
| Algebra | |
| Sets | Introduction |
| Types of Sets | |
| Methods of writing sets | |
| Types of subsets- Proper, Improper, Subset and superset | |
| Universal Set | |
| Operations on sets | |
| Venn Diagrams | |
| Relations between various operations | |
| Number of elements in the set and related results | |
| Real Numbers | Revision of natural numbers, integers, rational numbers and irrational numbers |
| Existence of irrational numbers and representations on a number line | |
| Properties of a real number | |
| Definition of the nth root of a real number | |
| Every real number is represented by a unique point on the number line, and conversely, every point on the number line represents a unique real number | |
| Surds and forms of it | |
| Laws and operation of surds | |
| Rationalisation of surds | |
| Absolute value of real numbers | |
| Euclid’s Division Lemma | |
| Fundamental theorem of Arithmetic | |
| Algebraic Expressions | Introduction |
| Operations on Algebraic Expressions | |
| Introduction and operations on Polynomials | |
| Value of and zero/roots of Polynomials | |
| Methods of factorisation of algebraic expression | |
| Relation between zeros and coefficient of polynomials | |
| Remainder and Factor theorem | |
| Graphs | Cartesian coordinate system |
| Understanding of graphs of a line parallel to the axis | |
| Graph of ax + by + c = 0 | |
| Linear equations in two variables | System of linear equations |
| Solution of a system of linear equations in two variables. | |
| Ratio, proportion and variation | Introduction and properties of ratios |
| Properties and theorem of equal ratios | |
| Percentage as a ratio | |
| Introduction to proportion and variation | |
| Revision of Direct and inverse variation | |
| Mixed variation | |
| Statistics | Collection of data |
| Classification, tabulation, diagrammatic and graphical representation of data | |
| Mean, median, mode of ungrouped data | |
| Geometry | |
| Lines and Angles | Introduction to the line, Euclid’s geometry, angles in terms of rotation, and mathematical proofs |
| Terms and definitions related to lines | |
| Plane separation axiom | |
| Types of angles- zero, straight, and coterminal angles | |
| Directed angles, Sexagesimal system | |
| Relation between angles | |
| Parallel lines | |
| Results on parallel lines and transversal | |
| Test of parallel lines | |
| Results on perpendicular lines | |
| Distance of a point from a line | |
| Triangles | Types and terms related to triangles |
| Exterior angles and corresponding interior opposite angles | |
| Results involving exterior angle and corresponding interior opposite angles | |
| Similar triangles | |
| Congruence of Triangles | Criteria |
| The theorem of an isosceles triangle and its converse | |
| Perpendicular bisector and angle bisector theorem | |
| Properties of triangles based on inequalities | |
| Property of perpendicular drawn from a point outside the line | |
| Circle | Introduction and terms related to circles |
| The circle passing through given points | |
| One circle passing through three non-linear points | |
| Congruence and properties of chords of circles | |
| Quadrilateral | Properties of parallelogram, rectangle, trapezium, rhombus, square, kite and quadrilateral. |
| Tests for particular quadrilateral | |
| Theorem on midpoints of two sides of a triangle and its converse | |
| Coordinate Geometry | Distance, Section formula and area of a triangle |
| Geometric Construction | Construction of triangle |
| Construction of perpendicular bisector of a given segment | |
| Sum/difference of two sides and base angles is given when perimeter & base angles are given | |
| Trigonometry | Introduction |
| Trigonometric ratio of angles- 00, 300, 450, 600, 900 | |
| Trigonometric identities for complementary angles | |
| Mensuration | Area of triangle, regular hexagon, polygon and quadrilaterals |
| If a triangle and a parallelogram have the same base and lie between the same parallel lines, then the area of the triangle is half the area of the parallelogram. | |
| If two parallelograms lie between two parallel lines and have the same base, then they have the same area. | |
| The perimeter of the triangle and quadrilateral. Area of circle |
The students can download the MH Board Maths Class 9 Syllabus 2021 from the official website of the MH board.
Important topics to be covered for the Maths theory syllabus
The Maharashtra Board Maths Class 9 Syllabus 2021 covers all the essential topics which form a foundation for the Class 10 Maths syllabus. The students need to prepare every topic properly. All the affiliated schools have to follow the syllabus prescribed by the board. The reduced syllabus can be available on the official website.
MH Board Class 9 Maths Practical Syllabus
The MH board had announced that the remaining 20 marks would get evaluated through practical examination. The exam would be conducted and assessed internally as per the guidelines provided by the board. The practical exam is undertaken to evaluate the students’ mathematical abilities. The exam would assess solving problems and calculations. The details of it are available on the official website of the MH board of education. The topics would get selected from the subjects taught from the theory syllabus and help the students prepare for competitive exams.
FAQs of Class MH Board Class 9 Maths
What is the exam pattern of the MH Board Class 9 Maths paper?
The total marks are 100, 80 marks are for theory exams, and the remaining 20 marks are for practical examinations. The theory paper gets divided into two parts- Algebra and Geometry. The students have to clear both the practical and theory papers.
Is there any change in the MH Board Maths Class 9 Syllabus 2021?
Yes, there has been a 25% reduction in the syllabus from Class 1 to 12 because of the ongoing pandemic. The reduced syllabus and the updated syllabus are available on the official website for reference. The details have been discussed above in this article.
Where can I get the MH Board Maths Class 9 Syllabus for download?
The MH Board Maths Class 9 Syllabus 2021 is available on the official website of the MH board for download. All the important notifications regarding the exam would be available on that website.
What are the critical topics for the Class 9 Maths paper?
The MH board has not provided the weightage and the essential topics for the Class 9 Maths paper. However, all the topics are important as the syllabus got designed to prepare the students for Class 10. The detailed syllabus has been discussed above and is available for download on the official website of the MH board.
How would the practical examination be conducted for the Class 9 Maths paper?
The affiliated schools would conduct the practical examination as an internal assessment as per the guidelines provided by the MH board. Then, the school would give the topics for the exam. The marks get sent to the board, which gets published after adding them with the theory marks.