The Central Board of Secondary Education is scheduled to conduct the CBSE Class 10th Maths Board Exam 2024 tomorrow, March 11. Students who are going to appear for the exam can check the marking scheme, old question papers, and key topics to ensure they maximise their score in the exam.
Marking Scheme
According to the CBSE assessment policy, the exam will comprise 100 marks, with 80 dedicated to the theory paper and the remaining 20 for internal assessment.The theory paper, lasting 3 hours (180 minutes), will encompass both multiple-choice and subjective-type questions.

Unit I. Number Systems 6
Unit II. Algebra 20
Unit III. Coordinate Geometry 6
Unit IV. Geometry 15
Unit V. Trigonometry 12
Unit VI. Mensuration 10
Unit VII. Statistics & Probability 11

Download: CBSE Class 10 Maths Question Paper – 2023
Exam Pattern

Number of Questions
Type of Questions
Marks Per Question
A 20 MCQs 1 20
B 5 Very Short Answer 2 10
C 6 Short Answer 3 18
D 4 Long Answer 5 20
E 3 Case Based 4 12
Total 38 80 Marks

Download: CBSE Class 10 Maths Question Paper – 2022
Important Topics
For CBSE Class 1oth Board Exam 2024, the complete syllabus holds great importance. However, certain chapters carry greater weight and are more likely to feature frequently tested topics. Here’s a breakdown to prioritise your focus:
Polynomial Relations: Understanding the connection between the roots and coefficients of polynomials.
Systems of Linear Equations: Exploring pairs of linear equations in two variables.
Quadratic Equations: Solving equations of the form ax^2 + bx + c = 0.
Arithmetic Progressions: Investigating sequences where each term is obtained by adding a constant to the previous one.
Triangles: Studying the properties and relationships within triangles.
Circles: Examining the characteristics and properties of circles.
Constructions: Learning to construct geometric figures using a straightedge and compass.
Areas Related to Circles: Calculating areas of shapes related to circles.
Other Important Topics
Number Systems: Real Numbers, including prime factorization and irrational numbers.
Coordinate Geometry: Utilising the distance formula to measure distances between points.
Trigonometry: Basic trigonometric ratios (sin, cos, tan) and their practical applications.
Mensuration: Formulas for finding the area and volume of various shapes such as cuboids, cones, and spheres.
Statistics: Measures of Central Tendency, including mean, median, and mode.
Probability: Basic concepts of probability and its applications.


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