JEE Main Maths Must Do Topics for 22 January 2025 Shift 1 and 2
JEE Main Maths Must Do Topics for 22 January 2025 Shift 1 and 2 includes topics like Vectors, Linear Equation, AP, Relation Between Roots and Coefficients, and more. Candidates can check the entire list below.
JEE Main Maths Must Do Topics for 22 January 2025 Shift 1 and 2: The JEE Main 2025 Session 1 is scheduled for January 22, 2025, with both Shift 1 and Shift 2 exams scheduled from 9 AM to 12 Noon and 3 PM to 6 PM. To maximize the chances of success in the Mathematics section, candidates can focus on these JEE Main Maths Must Do Topics for 22 January 2025 Shift 1 and 2. It includes sure-shot topics based on the previous year’s analysis, such as vector, AP, Binomial Expansion, King's Rule, and more. Candidates can regularly solve problems, include these key topics and improve their preparations.
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JEE Main Maths Must Do Topics for 22 January 2025 Shift 1 and 2
Candidates can check the Maths Must Do Topics for JEE Main 22 January 2025 Shift 1 and 2 below..
|
S.No. |
JEE Main Maths Must Do Topics for 22 January 2025 Shift 1 and 2 |
|
1 |
Properties of Adjoint of Matrix |
|
2 |
System of Linear Equations |
|
3 |
3 Dimensional Geometry |
|
4 |
Vectors |
|
5 |
Determinant and Matrices |
|
6 |
Sequence and Series |
|
7 |
King's Rule |
|
8 |
Straight Line |
|
9 |
Circle |
|
10 |
Probability Distribution (Binomial Mean and Variance) |
|
11 |
Definite Integral and Area Under the Curve |
|
12 |
Limits, Continuity and Differentiability |
|
13 |
Functions |
|
14 |
Application of Derivatives |
|
15 |
Conic Sections |
|
16 |
Complex Number |
|
17 |
Quadratic Equation |
|
18 |
Binomial Theorem and M. I. |
|
19 |
General Term of an AP |
|
20 |
Sum of n terms of AP and GP |
Including the JEE Main Maths Must Do Topics for 22 January 2025 Shift 1 and 2 will ensure a strong grasp of fundamental concepts in all areas of the syllabus. To get maximum marks in JEE Main Maths candidates must solve a diverse set of problems from past papers and mock tests to familiarize themselves with the exam pattern.
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