JEE Mains 2026 Maths Timestamps | 100 Most Asked Questions Chapters
1. Introduction and Session Overview
The instructor introduces the session focusing on 100 most repeated questions from 2019 to 2025 by NTA and explains the structured preparation materials available.
2. Arithmetic Progression (AP) Problems and Solutions
Detailed explanation and solving of various AP problems including sum of terms, common difference, and term calculations with step-by-step equations.
3. Common Terms in AP and GM Relations
Discussion on common terms in two APs, introduction to AM-GM relation, and solving related problems involving inequalities and sequences.
4. Advanced Sequence Problems and Summations
Techniques to simplify complex sequences, including method of differences, summation formulas, and splitting terms for easier calculation.
5. Quadratic Equations and Roots Analysis
Exploration of quadratic equations, finding roots, sum of cubes of roots, and number of real solutions using substitution and discriminant methods.
6. Limits and L'Hôpital's Rule Applications
Application of limits, especially 0/0 forms, using L'Hôpital's rule with trigonometric and exponential functions, including step-by-step limit evaluations.
7. Modulus Type Problems and Real Solutions
Analysis of modulus equations, intervals for solutions, discriminant checks, and counting number of real roots with interval considerations.
8. Newton's Formula and Polynomial Relations
Use of Newton's formula for polynomial roots, relations among terms, and solving problems involving consecutive terms and their sums.
9. Complex Limit Evaluations and Ordered Pairs
Solving complex limits involving trigonometric identities, exponential functions, and finding ordered pairs of roots with detailed limit computations.
[0:00] Introduction and Session Overview The instructor introduces the session focusing on 100 most repeated questions from 2019 to 2025 by NTA and explains the structured preparation materials available. [1:00] Arithmetic Progression (AP) Problems and Solutions Detailed explanation and solving of various AP problems including sum of terms, common difference, and term calculations with step-by-step equations. [15:00] Common Terms in AP and GM Relations Discussion on common terms in two APs, introduction to AM-GM relation, and solving related problems involving inequalities and sequences. [25:00] Advanced Sequence Problems and Summations Techniques to simplify complex sequences, including method of differences, summation formulas, and splitting terms for easier calculation. [35:00] Quadratic Equations and Roots Analysis Exploration of quadratic equations, finding roots, sum of cubes of roots, and number of real solutions using substitution and discriminant methods. [45:00] Limits and L'Hôpital's Rule Applications Application of limits, especially 0/0 forms, using L'Hôpital's rule with trigonometric and exponential functions, including step-by-step limit evaluations. [55:00] Modulus Type Problems and Real Solutions Analysis of modulus equations, intervals for solutions, discriminant checks, and counting number of real roots with interval considerations. [1:00:00] Newton's Formula and Polynomial Relations Use of Newton's formula for polynomial roots, relations among terms, and solving problems involving consecutive terms and their sums. [1:05:00] Complex Limit Evaluations and Ordered Pairs Solving complex limits involving trigonometric identities, exponential functions, and finding ordered pairs of roots with detailed limit computations.
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