ICSE Class 10 Specimen Papers Mathematics 2: PDFs
Find icse class 10 specimen papers mathematics 2 on this page. We host 4 specimen and model papers for the 2023 to 2026 exams, along with guidance on how to use them for your board preparation. The downloads are direct, with no signup required.
Each paper is an 80-mark exam. The time allowed differs by year, so check each paper’s own instruction block before you start practising. You can find more class-wide material on our ICSE Class 10 hub page.
Download ICSE Class 10 Mathematics Sample Papers PDF
These are the 4 sample papers PDFs hosted on icseboard.org for ICSE Class 10 Mathematics, organised by subject. Each section below explains what those papers cover before the download table.
This group contains four ICSE Class 10 Mathematics specimen and model papers from the 2023, 2024, 2025, and 2026 exams. Each paper is an 80-mark exam split into a compulsory Section A and a choice-based Section B. The excerpts show questions covering matrices, GST calculations, quadratic equations, and factorisation, providing a realistic format of the board examination.
| Paper | Download |
|---|---|
| Specimen Mathematics (2026) | Download PDF |
| Specimen Mathematics (2025) | Download PDF |
| Specimen Mathematics (2023) | Download PDF |
| Model Mathematics (2024) | Download PDF |
What the Mathematics Specimen Papers Cover
The table above holds four papers spanning the 2023, 2024, 2025, and 2026 examinations. They are practice tools that mirror the real board exam format. The questions are set from across the Class 10 Mathematics syllabus.
The papers test two broad areas. Commercial Mathematics includes compound interest, banking, and GST calculations. Algebra and Geometry covers matrices, quadratic equations, factorisation, and coordinate geometry.
The official CISCE board sets these papers to show the expected question style. You should use them to gauge your speed and accuracy across all syllabus topics.
Exam Pattern and Time Allowed by Year
The papers share an 80-mark structure split into two sections. Section A is compulsory and contains a 15-mark multiple-choice question. Section B requires you to attempt any four questions. The time allowed differs between the older and newest papers.
| Paper Year | Maximum Marks | Time Allowed | Reading Time |
|---|---|---|---|
| 2023 Specimen | 80 | Two and a half hours | 15 minutes |
| 2024 Model | 80 | Two and a half hours | 15 minutes |
| 2025 Specimen | 80 | Two and a half hours | 15 minutes |
| 2026 Specimen | 80 | Three hours | 15 minutes |
The 2026 paper grants an extra 30 minutes for writing. All four papers enforce the same rule: omission of essential working results in loss of marks. You must show your rough work on the same sheet as your final answer.
Recurring Topics Across the 2023–2026 Papers
Certain question types appear repeatedly across the years. Practising these first gives you the best return on your time.
- GST and Sales Tax: Asked in 2023, 2024, and 2025. Questions test your ability to calculate tax liability and input credit.
- Matrices: Asked in 2023, 2024, and 2025. You must identify valid matrix operations and find the order of a transposed matrix.
- Quadratic Equations: Asked in 2023, 2024, and 2025. Questions focus on the discriminant and the nature of the roots.
- Factorisation and Polynomials: Asked in 2024 and 2025. You use the remainder and factor theorems to divide polynomials.
Worked Example: Finding the Nature of Roots
Quadratic equations are a high-frequency topic. The 2023 paper asks about the discriminant when roots are real and equal. Here is how to solve that type of question.
For any quadratic equation ax^2 + bx + c = 0, the discriminant is D = b^2 – 4ac. The roots are real and equal when D = 0.
Let us check the equation 3x^2 – 5x + 1 = 0 from the 2025 paper. Here, a = 3, b = -5, and c = 1.
- Write the discriminant formula: D = b^2 – 4ac
- Substitute the values: D = (-5)^2 – 4(3)(1)
- Simplify the terms: D = 25 – 12
- Calculate the final value: D = 13
Since D = 13 and 13 is greater than zero but not a perfect square, the roots are real and irrational. This matches the correct option (a) in the 2025 specimen.
How to Use These Papers for Exam Preparation
Use these papers to build speed and test your syllabus retention. Do not treat them as reading material.
- Simulate the exam: Print the paper and sit at a desk without distractions. Use the exact time allowed for that year’s paper.
- Show every step: The instructions state that omitting essential working costs marks. Write down formulas before substituting numbers.
- Review weak areas: If you drop marks in GST or matrices, revise those specific chapters from your textbook before the next attempt.
Common Mistakes Students Make
Students lose marks on the mathematics paper by ignoring the instructions printed on the front.
- Skipping rough work: You must show your working on the same sheet as your answer. Mental math costs you method marks.
- Wrong matrix order: When finding the transpose of a 2×3 matrix, the order becomes 3×2. Students often write 2×3.
- Ignoring the reading time: The first 15 minutes are for reading only. Use this time to identify the easiest Section B questions to attempt.
Frequently Asked Questions
How many specimen papers are available for download?
There are 4 papers available. They cover the 2023, 2024, 2025, and 2026 examinations.
Do all the papers have the same time duration?
No. The 2023, 2024, and 2025 papers allow two and a half hours. The 2026 paper allows three hours. All four papers have an 80-mark maximum.
Are solutions provided with these papers?
No. This page hosts the specimen papers and guidance on how to solve them. It does not host solution sets.
What is the format of Section A?
Section A is compulsory. Question 1 is a multiple-choice section worth 15 marks. You must write only the correct answers, not the questions.
More ICSE study material on this site
Reference: CISCE-aligned ICSE Class 10 textbook material.