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To prepare for the West Bengal Joint Entrance Examination (WBJEE) 2025,you need to have a good understanding of Mathematics, which is one of the most important subjects that determines your overall rank. To assist you in practicing efficiently, we have put together the WBJEE 2025 Maths question papers with solutions. The solutions are created by subject experts and adhere to the new exam pattern and syllabus. You can evaluate your level of preparation, determine weak areas, and enhance problem-solving speed and accuracy by solving these papers. Let’s see more about WBJEE 2025 Maths Question Papers with Solutions.The paper just got over, so the question paper will be updated here soon.
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Here is the exam pattern of WBJEE 2025. You can check it here:
Parameter | Details |
|---|---|
Exam Mode | Offline (Pen-and-Paper Based Test) |
Medium of Exam | English and Bengali |
Duration | 4 hours total (2 hours for each paper) |
Papers | Paper 1: Mathematics, Paper 2: Physics and Chemistry |
Type of Questions | Multiple Choice Questions (MCQs) |
Total Questions | 155 |
Total Marks | 200 |
Negative Marking | Yes (varies by question category) |
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Since the exam is done we will be providing you WBJEE question papers with answers pdf so that you can check how well you have performed in the exam and also download the pdf. You can go through WBJEE previous year Maths question papers to understand the pattern of the paper. Keep checking to access WBJEE Maths question paper with answers pdf 2025.
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1. If $f(x)=\left\{\begin{array}{ll}x^2+3 x+a, & x \leq 1 \\ b x+2, & x>1\end{array}, x \in \mathbb{R}\right.$, is everywhere differentiable, then यमि $f(x)=\left\{\begin{array}{ll}x^2+3 x+a, & x \leq 1 \\ b x+2, & x>1\end{array}, x \in \mathbb{R}\right.$
(A) $a=3, b=5$
(B) $a=0, b=5$
(C) $a=0, b=3$
(D) $a=b=3$
2. Let $p(x)$ be a real polynomial of least degree which has a local maximum at $x=1$ and a local minimum at $x=3$. If $p(1)=6$ and $p(3)=2$, then $p^{\prime}(0)$ is equal to
(A) 8
(B) 9
(C) 3
(D) 6
3. The function $f(x)=2 x^3-3 x^2-12 x+4, x \in \mathbb{R}$ has
(A) two points of local maximum.
(B) two points of local minimum.
(C) one local maximum and one local minimum.
(D) neither maximum nor minimum. $f(x)=2 x^3-3 x^2-12 x+4, x \in \mathbb{R}$,
Visit to the official WBJEE website.
Search for ‘Answer Key’ or ‘Question Paper’ Section. After the exam is finished, the board will upload the question paper with provisional and final answer keys as well.
Then go and download the Maths Paper by tapping on the WBJEE 2025 Maths question papers with solutions PDF link to download it.
Check the Answer key of the subject which you want to download. The official answer key will be released in two stages. First will be the provisional answer key and then there is the final WBJEE 2025 Maths question papers with answers pdf.
Save the WBJEE 2025 Maths question papers with solutions pdf and solutions for revision and practice.
Frequently Asked Questions (FAQs)
It will be based on 12th level Physics, Chemistry & Maths (primarily WBCHSE/NCERT).
Yes, for Engineering aspirants both are mandatory.
There will be two papers: Paper 1: Mathematics and Paper 2: Physics & Chemistry, OMR-based and there will be MCQs. It will take 2 hours each.
On Question asked by student community
Hello Student, I can help you find the entrance examinations whose application forms are currently open or expected to open soon. The relevant exams will depend on your Class 12 stream, course and preferred state. For example, students from PCM may consider JEE and other engineering entrance exams, while PCB
Hi Kajal Pandey
If you are asking about the WBBSE Class 10 Semester 3 Maths Question Paper then you can refer to the available West Bengal Madhyamik Maths Question Papers.
https://school.careers360.com/boards/wbbse/west-bengal-madhyamik-question-papers
If you mean WBCHSE Class 12 Semester 3 Maths, the question paper is available here:
https://school.careers360.com/download/ebooks/wb-hs-3rd-sem-maths-question-paper-2025-26
Hello Student,
For Heritage Institute of Technology, Kolkata, the 2025 WBJEE cutoff for Electronics and Communication Engineering should be checked on a round-wise and category-wise basis, as opening and closing ranks vary. Check the latest cutoff details before making your preference list.
For more information, you can click on the
Hello Student,
To access the WBJEE ANM GNM Previous Year Question Paper with Solutions, please refer to the article link provided below.
https://medicine.careers360.com/articles/west-bengal-anm-gnm-question-paper-2026
Hope this Helps!
Hey there,
With WBJEE 2026 PMR ≈ 29,000 and TFW rank ≈ 7,000, you have some good B.Pharm options, particularly through the TFW quota.
Based on the latest WBJEE Pharmacy counselling cutoff data:
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