Assam HSLC Maths Syllabus 2025-26 PDF: Chapter-wise Topics, Marks, Deleted Parts

Download Assam HSLC Maths Syllabus 2026

The Assam HSLC mathematics exam is conducted for a total of 100 marks, which are split into two parts: a theory paper worth 90 marks and an internal assessment worth 10 marks. To successfully pass the subject, a student must secure at least 30% in the theory exam (i.e., a minimum of 27 out of 90), at least 30% in the internal assessment (i.e., a minimum of 3 out of 10), and 30% overall across the total 100 marks

List of Practicals in Assam HSLC Maths

• Solve a pair of linear equations by graphical method and to verify the result by any other algebraic method. (Chapter-3)

• To find the zeros of a quadratic polynomial graphically and verification of the result by any other algebraic method (Chapter-2)

• Verification of the formula for :- (chapter-5) i. Sum of first in terms of an AP ii. Sum of first n natural numbers iii. Sum of first n odd natural numbers iv. Sum of first n even natural numbers

• Verification of Basic Proportionality Theorem. (Chapter-6)

• Verification of the converse of Basic Proportionality theorem. chapter-6)

• To verify that the ratio of the area of two similar triangles is equal to the ratio of the squares of their corresponding sides. (Chapter-6)

• Verification of Phythagoras Theorem.

• Verification of the formula of area of triangle (in coordinate geometry) with the help of the formula of plane geometry. (Chapter-7)

• Construction of a tangent to a circle at any point on it, when the centre of the circle is given (Chapter-10)

• To verify that the length of the tangents drawn from an external point to a circle are equal. (Chapter-10)

• To obtain the formula for the area of a circle with radius r. (Chapter -12)

• To construct a right circular cylinder with given height and circumference. (Chapter-13)

• To construct a right circular cone with given height and circumference of the circular base. For the cone so formed, to determine its radius and height. (Chapter-13)

• To construct a quadrilateral with a given measure and then to construct a similar quadrilateral.

• To find mean, median and mode from primary data collected by the students in a specific subject.

• To Find the median from a given distribution using the graph mentioned below and to verify the result. (Chapter-14) (i) Using less than type ogive. (ii) Using more than type ogive. (iii) Using both less than and more than type ogive

• Probability : (Chapter-15) (a) To find the probability of getting head or tail from the experiment of tossing a coin 100 times. (b) To obtain the probability of an event associated with throwing a pair of dice.

• Displacement and rotation of the triangle. (Chapter-7) To verify that under any displacement and rotation of a triangle- (a) Distance between the verities remain unchanged. (b) The area of the triangle remains unaltered.

Project : 1) (a) Write a note on Euclid’s Division Lemma (b) Write a note on Pythagoras Theorem 2) Write short life history of 3/4 great Mathematicians

N.B. : Students should do at least 15 practicals and at least one project work.

Deleted Parts of Assam HSLC Maths 2026

Some applications of trigonometry have been completely omitted from the syllabus for the 2024-25 and are expected to remain so for 2025-26. Check other chapters also which were deleted from the Assam HSLC maths syllabus