JEE Mains 2025 January 24 shift 2 question paper with solution is out now as the exam got over. The examination went as expected to take place on time and date scheduled. As we are halfway through JEE Mains exam and it has now set the students to buckle up for last-minute preparations and get all geared up for the exam of the remaining shifts.
This Story also Contains
JEE Main 2025 January 24 Shift 2 Examination Pattern and Structure
JEE Main 2025 January 24 Shift 2 Memory Based Questions
JEE Main 2025 January 24 Shift 2 Question Paper with Solution
JEE Main 2025 January 24 Shift 2 Previous Year Analysis
Time Management
JEE Mains 2025 January 24 Shift 2 Question Paper with Solutions Released - PDF Link
In this article, we will provide the JEE Mains 2025 January 24 shift 2 Question Paper, with key insights to help the students enhance their scores in the coming sessions of the examination. Students can combine the JEE Mains 2025 24 Jan shift 2 paper with the JEE Mains 2025 question paper pdf 24 January for a comprehensive study. JEE main answer key is released.
JEE Main 2025 January 24 Shift 2 Examination Pattern and Structure
Aspect
Details
Time Duration
3 hours (180 minutes)
Number of Questions
75 questions
Highest Marks
300 marks
Exam Language
Available in 13 languages
Mode of Exam
Computer-Based Test (CBT)
Question Type
Multiple Choice Questions (MCQs) and Numerical Value-Based
JEE Main 2025 January 24 Shift 2 Memory Based Questions
Q.1 If $7=5+\frac{1}{7}(5+\alpha)+\frac{1}{7^2}(5+2 \alpha)+\ldots \infty$ terms, then $\alpha$ is equal to
1 6
$2 \quad 6 / 7$
3 1/7
$4 \quad 1$
Q.2 A solid sphere and hollow sphere rolls down purely equal distances on same inclined plane (starting from rest) in time $t_1$ and $t_2$ then
$1 \quad t_1>t_2$
$2 \quad t_1<t_2$
$3 \quad t_1=2 t_2$
$4 \quad t_1=t_2$
Q.4 If $A$ and $B$ are binomial coefficients of $30^{\text {th }}$ and $12^{\text {th }}$ term of binomial expansion $(1+x)^{2 n-1}$. $=5 B$, then the value of $n$ is
1)20
2)21
3)14
4)20
Q.5 If a square is divided in $4 \times 4$ squares.
If two squares are chosen randomly then the probability that the squares doesn't share common side is
(A) 3/5
(B) $4 / 5$
(C) $3 / 20$
(D) $7 / 10$
Q.6Arithmetic mean $\mathrm{S}_{12}=57, \mathrm{~S}_{40}=1030$. Find $\mathrm{S}_{30}-\mathrm{S}_{10}=$ ?
Q.7 A solid sphere rolls without slipping on a horizontal plane. What is ratio of translational kinetic energy to the rotational kinetic energy of the sphere.
$1 \quad 4 / 3$
$2 \quad 3 / 4$
$3 \quad 2 / 5$
$4 \quad 5 / 2$
Q.8 The conditions and consequences that favour the $\mathrm{t}_{2 \mathrm{~g}}^3 \mathrm{e}_{\mathrm{g}}^1$ configuration in a metal complex are
1 Strong field ligand; High spin complex
2 Weak field ligand; High spin complex
3 Strong field ligand; Low spin complex
4 Weak field ligand; Low spin complex
Q.9 There is a group $\mathbf{A}$ of 5 boys and 3 girls and another group $\mathbf{B}$ of 5 boys and 6 girls. How many ways can we invite 4 boys and $\mathbf{4}$ girls for party with $\mathbf{5}$ from group A and 3 from group B.
Q.10 The equation of chord of the ellipse $\frac{x^2}{25}+\frac{y^2}{16}=1$ with $(3,1)$ as mid-point is
$1 \quad 48 x+25 y-169=0$
$2 \quad 25 x+5 y-125=0$
$3 \quad65 x+2 y-12=0$
$4 \quad 45 x+4 y-135=0$
Q.11 If the acceleration due to gravity on the surface of carth is $g$, then acceleration due to gravity on a planet whose diameter is $\frac{1}{3}$ of that of earth and same mass as that of earth is $g^{\prime}=n g$, where $n$ is
Q.12 When ethane-1, 2-diammine is progressively added to aqueous solution of Nickel (II) chloride the sequence of colour change observed will be:
1 Pale Blue $\rightarrow$ Blue $\rightarrow$ Green $\rightarrow$ Violet
2 Violet $\rightarrow$ Blue $\rightarrow$ Pale Blue $\rightarrow$ Green
$3 \quad$ Pale Blue $\rightarrow$ Blue $\rightarrow$ Violet $\rightarrow$ Green
$4 \quad$ Green $\rightarrow$ Pale Blue $\rightarrow$ Blue $\rightarrow$ Violet
Q.13 $7=51+\frac{1}{7}(5+\alpha)+\frac{1}{7^2}(5+2 \alpha)+\cdots \infty$. Then $\alpha$ is
1)6
2)$\frac{6}{7}$
3)$\frac{1}{7}$
4)1
Q.14 If system of equations
$
\begin{aligned}
& x+2 y-3 z=2 \\
& 2 x+\lambda y+5 z=5 \\
& 4 x+3 y+\mu z=33 \text { has infinite solutions, then } \lambda+\mu \text { is equal to }
\end{aligned}
$
Q.16 The thin Biconvex lens is divided in to 4 equal parts by plane AB and CD The original power is 4D. The after dividing power of each piece is
Q.17 If $2 \sin x \frac{d y}{d x}=\sin 2 x-2 y \tan x, y\left(\frac{\pi}{3}\right)=0$ find $y \cdot\left(\frac{\pi}{4}\right)+y\left(\frac{\pi}{4}\right)$
Q.18 Statement - 1: First ionization energy Ge is greater than Si
Statement - 2: First ionization energy Pb is greater than Sn
a) Statement - $\mathbf{1}$ is true Statement $\mathbf{- 2}$ is false
b) Statement - 18 Statement - 2 are false
c) Both the Statements are true
d) Statement - 1 is false Statement - 2 is true
Q.19 In YDSE light of $\lambda 600 \mathrm{~nm}$ \& 480 nm are used. What is the minimum order of Bright fringe of 480 nm coincides with bright frig 600 nm ?
Q.20 A satellite is nine times closer to earth compared to moon. Time period of moon is 27 days then period of the satellite is
(A) 1 days
(B) 3 days
(C) 9 day
(D) $3 \sqrt{3}$ days
Q.21 3,4-Diphenyl Hex-1-en-5-yne have how many sp² and sp carbon atom.
Q.22.Find area bounded by $y=e^* \cdot y=e^*-1$ and $y$ axis
Q.23 If $E_{( }(\beta) m$ and $c$ denote the energy, linear momentum, mass and speed of light, then the equation representing the correct relation could be
$1 \quad E^2=p^2 c^2+m^2 c^4$
$2 \quad E^2=p c^2+m^2 c^4$
$3 \quad E=p^2 c^2+m^2 c^2$
$4 \quad E^2=p c^2+m^2 c^2$
Q.24 S-1:- The first ionisation energy of Pb is greater than that of Sn .
S-II:- The first lonisation energy of Ge is greater than that of Si.
1 S-I and S-ll both are correct
2 S-1 is correct and S-II incorrect
3 S-1 is incorrect and S-11 correct
4 S.1 and S-11 both are incorrect
JEE Main 2025 January 24 Shift 2 Question Paper with Solution
JEE Main 2025 24 Jan Shift 2 Question Paper with Solution is now available on this page as the exam is over. However, these resources are crucial for candidates appearing in subsequent shifts and those preparing for the April session. This will help the students to prepare for the April session as well as the ones who have their exams on the other shifts.
Previous Years Question Paper. The JEE Mains 24 January shift 2 question paper is an essential resource, especially when used alongside the JEE Mains 2025 question paper pdf to prepare for the exam, however, to get a better understanding of how the paper is going to be, refer to the below question papers.
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JEE Main 2025 January 24 Shift 2 Previous Year Analysis
Overall Difficulty
The JEE Main 2025 January 24 Shift 2 exam is expected to be fairly well rounded where each of the sections considers the preparation strategy of the students. The questions that were asked in sections Mathematics and Physics include the conceptual questions, the accuracy of which depends on knowledge and speed, while in the section of Chemistry, there is a relatively less difficult route to score marks
1. Mathematics
Difficulty Level: Moderate to challenging.
Topics with Higher Weightage: Calculus and Algebra & Coordinate geometry concepts are focal points of the exam Concepts applied was be tested intensely. Solving the previous year's paper was be helpful for the JEE Mains 2025 24 January paper.
Nature of Questions: The test comprises both numerical value and multiple choice questions. Some of the problems require simple arithmetic operations to be done while in others one has to think and work through many operations.
Key to Success: The main implications for students were time management and an understanding of potential question rhythms. Analyzing the expectations of JEE Main 2025 24 Jan shift 2 paper is an effective strategy for understanding the difficulty level.
JEE Main 2026: Preparation Tips & Study Plan
Download the JEE Main 2026 Preparation Tips PDF to boost your exam strategy. Get expert insights on managing study material, focusing on key topics and high-weightage chapters.
Difficulty Level: A few questions was be tough to answer.
Topics with Higher Weightage: Mechanics, Electromagnetism, and Modern Physics are major ones holding weightage, full of conceptual questions that call for some background to solve.
Nature of Questions: Numerical questions are expected to be more of quotient and arithmetic type and theoretical questions check the students’ theoretical understanding of the subject.
Key to Success: Knowledge of the laws of motion working of electric fields and the nature of the photoelectric effect is beneficial.
Topics with Higher Weightage: There are expected to be basic questions from Organic Chemistry and from Physical and Inorganic Chemistry as well.
Nature of Questions: The types of questions set directly from the NCERT textbooks and the standard concepts given formed a rich source of scores.
Key to Success: Practicing NCERT and solving papers of previous years helped a lot.
Time Management
Time management is a very important aspect of the JEE Main 2025 January 24 Exam. Students must strategically prepare with their strengths and weaknesses to ace the JEE Main 2025 January 24 Question Paper. By analyzing the expectations of the January 24 Shift 2 paper, students preparing for subsequent sessions or the April examination can adapt their strategies for better outcomes.
Frequently Asked Questions (FAQs)
1.What is the expected difficulty level of JEE Main 2025 January 24 Shift 2?
The JEE Main 2025 January 24 Shift 2 exam is expected to be of moderate difficulty, with challenging questions in Mathematics and Physics, while Chemistry is predicted to be easier.
2.How can students perform better in the Mathematics section of JEE Main 2025 January 24 Shift 2?
To perform better in the Mathematics section, students should focus on high-weightage topics like Calculus, Algebra, and Coordinate Geometry. Regular practice and a strong grasp of concepts will help in managing the moderate to difficult questions.
3.What topics should students prioritize in Physics for JEE Main 2025 January 24 Shift 2?
For the Physics section, students should prioritize Mechanics, Electromagnetism, and Modern Physics, especially topics like laws of motion, electric fields, and the photoelectric effect. Conceptual understanding will be key for these topics.
No, with a JEE Main rank of 30,551 in 2025, getting admission into Mechanical Engineering at SPCE (Sardar Patel College of Engineering, Mumbai) is unlikely. SPCE primarily admits students through the MHT CET under the Maharashtra State CAP counselling process. While it does accept a limited number of JEE Main candidates, the closing ranks for Mechanical Engineering are generally much lower—often below 10,000 for general category students. Since your rank is higher than the typical cutoffs, the chances of securing a seat in this branch at SPCE are very slim unless there is a significant drop in demand or vacancies arise in later rounds.
To qualify for the JEE Advanced, you need to score a certain percentile or above. This percentile may change depending on those years competition. Generally you need a percentile of 93-94 to qualify for the JEE Advanced. So, every year only 250,000 candidates from the JEE Mains out of all candidates qualify for the JEE Advanced exam.
Yes, it is possible to do degree in AI and Data Science without a JEE Mains score as the IIT Jodhpur's BSc or BS in AI & DS does not require a JEE score as admission is based on your 12th class performance.
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