JEE Main Mathematics Weightage 2025: Candidates appearing for JEE Main Mathematics 2025 examination can check the chapter-wise weighatge here to enhance their exam preparation. Based on last year's analysis, our exam experts have outlined the JEE Main Mathematics Weightage 2025. As per our analysis, the expected number of questions to be asked from Vector and 3D Geometry and Statistics & Probability are 3 to 4 and 2 to 3 respectively. This information is essential for candidates, as it identifies which chapters to prioritize in their preparation. By focusing on high-scoring chapters, candidates can maximize their potential scores, while also maintaining a basic understanding of lower-scoring topics, as complex questions can arise from them. This weightage breakdown helps students determine where to concentrate their study efforts, ultimately enhancing their performance in the JEE Main 2025 Mathematics exam.
Expected JEE Main Mathematics Weightage 2025 for Most Scoring Chapters
Here is JEE Main Mathematics weightage 2025 for the most scoring chapters. Candidates must prepare these chapters very well to obtain 99+ percentile in the examination.
Most Scoring Chapters | Weightage |
---|---|
Vector and 3D Geometry | 3 to 4 |
Statistics & Probability | 2 to 3 |
Sets, Relations, and Functions | 1 to 2 |
Definite and Indefinite Integers | 1 to 2 |
Matrices and Determinants | 2 to 3 |
Sequence & Series | 1 to 2 |
Binomial Theorem | 1 to 2 |
Quadratic Equations | 1 to 2 |
JEE Main Mathematics Expected Weightage 2025 for Less Scoring Chapters
Candidates can check out the JEE Main Mathematics expected weightage 2025 for less-scoring chapters based on the previous year’s trend in the following table:
Less Scoring Chapters | Weightage |
---|---|
Permutations And Combinations | 0 to 1 question |
Limit, Continuity And Differentiability | 0 to 1 question |
Integral Calculus | 0 to 1 question |
Vector Algebra | 0 to 1 question |
Trigonometry | 0 to 1 question |
Co-Ordinate Geometry | 0 to 1 question |
Three Dimensional Geometry | 0 to 1 question |
Diffrential Equations | 0 to 1 question |