Higher Secondary 2025 Mathematics Question Paper pdf

Examination: Higher Secondary
Exam Year : 2025
Subject: Mathematics
File Name: Higher Secondary 2025 Mathematics Question Paper
File Type: PDF
File Size: 617 kb
No of Pages: 9

You can download it from the given link below👇

I do not have access to provide the Higher Secondary 2025 Mathematics Question Paper PDF directly. However, I can guide you on how to obtain it and offer some useful preparation tips for your Mathematics exam.

Where to Find Higher Secondary 2025 Mathematics Question Papers:

1. Official WBCHSE Website:

   • The West Bengal Council of Higher Secondary Education (WBCHSE) typically uploads sample papers, model question papers, and previous year’s question papers for the Higher Secondary exams. These resources will give you a good understanding of the exam pattern and the type of questions asked.

   • Website: wbchse.nic.in

2. Educational Websites:

   • Websites like Vedantu, Byju’s, Toppr, and Embibe offer Mathematics practice questions, sample papers, and study materials. These platforms also provide video solutions to help you understand difficult concepts and solve problems effectively.

3. Books and Study Guides:

   • Publishers like R. Gupta, S. Chand, and Kishore offer study books with practice papers, sample questions, and solved examples for Higher Secondary Mathematics.

4. Social Media and Online Forums:

   • Join Facebook groups or WhatsApp groups dedicated to WBCHSE students, where students often share question papers, notes, and study materials.

   • Websites like Quora, Reddit, or Student Forums also have discussions about the Mathematics exam where past papers are shared.

5. YouTube:

   • Many YouTube channels provide detailed solutions and walkthroughs for past years’ question papers and practice sets for Higher Secondary Mathematics. These channels can be great for visual learning and concept explanation.

Mathematics Question Paper Structure for Higher Secondary:

The Mathematics exam generally consists of the following sections:

1. Section A (Objective Type Questions):

   • These are MCQs (Multiple Choice Questions) based on various topics like algebra, trigonometry, calculus, geometry, etc.

2. Section B (Short Answer Type Questions):

   • Questions that test your understanding of basic mathematical concepts, including formulae, definitions, and theorems.

   • These typically involve solving equations, identities, or applying mathematical concepts in real-life scenarios.

3. Section C (Long Answer Type Questions):

   • Detailed questions that require step-by-step solutions.

   • These may involve solving differential equations, integration, differentiation, or applications of matrices and determinants.

   • Some problems may also be based on geometry or trigonometry.

4. Section D (Optional and Higher-Level Questions):

   • For students opting for higher mathematics, this section may involve advanced topics such as complex numbers, vectors, and theory of equations.

Key Topics to Focus on in Mathematics:

Here are some of the most important topics you should focus on for Mathematics in Higher Secondary:

1. Algebra:

   • Quadratic equations, polynomials, arithmetic and geometric progressions.

   • Mathematical Induction and Binomial Theorem.

2. Calculus:

   • Differentiation, integration, and their applications (such as finding tangents, areas under curves, etc.).

   • Limits and Continuity.

   • Differential Equations.

3. Trigonometry:

   • Trigonometric identities, equations, and properties.

   • Heights and Distances, applications of trigonometry.

4. Coordinate Geometry:

   • Distance formula, section formula, area of triangles, straight lines, and circles.

   • Conic Sections: Parabola, ellipse, and hyperbola.

5. Matrices and Determinants:

   • Determinants, matrix operations, and solving linear equations using matrices.

6. Vectors:

   • Scalar and vector products, applications of vectors in geometry.

7. Statistics and Probability:

   • Measures of central tendency (mean, median, mode), probability, and its applications.

8. Differential Equations:

   • Solving first-order differential equations and their applications.

Study and Preparation Tips for Mathematics:

1. Understand the Concepts: Mathematics is a subject that requires a strong understanding of concepts. Instead of just memorizing formulae, ensure you understand how and why formulas are derived and used.

2. Practice Regularly: Practice as many problems as you can. This will not only improve your problem-solving speed but will also help you understand various problem-solving techniques. Focus on solving both short-answer and long-answer questions.

3. Revise Important Formulas: Keep a separate notebook where you write down all the important formulas, theorems, and identities. Make sure to revise them regularly.

4. Solve Past Year Papers: This is one of the best ways to prepare for the exam. Solving previous year’s question papers will help you get familiar with the exam pattern and types of questions.

5. Focus on Time Management: During your exam preparation, try to solve problems under timed conditions to simulate the actual exam environment. This will help you manage your time better during the exam.

6. Clarify Doubts: Don’t hesitate to ask your teachers or use online resources to clarify doubts in tricky topics like calculus, probability, or integration.

7. Mock Tests: Take mock tests to evaluate your progress and understand the areas where you need improvement.

Sample Questions to Practice:

1. Algebra: Solve the quadratic equation x2−5x+6=0x^2 – 5x + 6 = 0x2−5x+6=0.

2. Trigonometry: Prove the identity sin⁡2θ+cos⁡2θ=1\sin^2 \theta + \cos^2 \theta = 1sin2θ+cos2θ=1.

3. Calculus: Find the derivative of f(x)=3×3+5×2−2x+1f(x) = 3x^3 + 5x^2 – 2x + 1f(x)=3x3+5x2−2x+1.

4. Coordinate Geometry: Find the area of a triangle whose vertices are $(1,2)$, $(4,5)$, and $(7,8)$.

5. Matrices: Solve the system of equations using matrices:

   x+y+z=62x−y+z=3x+2y−z=5\begin{align*} x + y + z &= 6 \\ 2x – y + z &= 3 \\ x + 2y – z &= 5 \end{align*}x+y+z2x−y+zx+2y−z​=6=3=5​

Would you like help with a specific topic or practice problems for Mathematics? Feel free to ask!

Higher Secondary 2025 Mathematics Question Paper pdf