ICSE Class 10 Maths Specimen Paper 2026: The ICSE Class 10 Mathematics examination for 2026 is scheduled to be conducted on 2 March 2026, making it a crucial subject for students appearing in the CISCE Board Exams. Mathematics demands a clear understanding of concepts along with regular practice, and the ICSE Maths Specimen Paper 2026 serves as an essential resource for effective exam preparation.
Every year, the council releases official specimen papers to help students become familiar with the latest exam pattern, marking scheme, and the nature of questions likely to be asked in the final examination. Practising the official sample paper enables students to enhance their problem-solving abilities, improve speed and accuracy, and build confidence ahead of the board exams. In this article, students can download the ICSE Class 10 Maths Specimen Paper 2026 PDF and explore its key features and benefits.
ICSE Maths Specimen Paper 2026 for Class 10: Key Highlights
The ICSE Class 10 Mathematics Specimen Paper 2026 released by CISCE mirrors the latest exam pattern for the March 2026 board exam and helps students understand question types, marking scheme, and structure. It features two sections with compulsory and choice-based questions, including MCQs and long answers, aligning with the updated syllabus. The specimen paper serves as a blueprint for chapter-wise weightage and difficulty level, enabling focused practice on high-priority topics. Regularly solving it improves time-management, accuracy, and confidence while familiarising candidates with real-exam expectations.
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Category |
Details |
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Conducting Body |
Council for the Indian School Certificate Examinations (CISCE) |
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Exam Name |
ICSE Class 10 Mathematics |
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Academic Session |
2025–26 |
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Exam Date |
2 March 2026 |
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Paper Type |
Theory |
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Total Marks |
80 Marks (Internal Assessment: 20 Marks) |
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Official Website |
cisce.org |
ICSE Class 10 Maths Specimen Paper 2026
The ICSE Class 10 Mathematics Specimen Paper 2026 is the official sample question paper released by the Council for the Indian School Certificate Examinations (CISCE) to help students familiarise themselves with the exam format, duration, marks distribution and question types ahead of the board exam scheduled for March 2026. It is a 3-hour theory paper of 80 marks with Section A (compulsory) and a choice of questions in Section B. The specimen follows the real board pattern and includes MCQs, short- and long-answer problems, assisting in practice, confidence and time management.
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Question Number |
Questions |
Marks |
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SECTION A (40 Marks) |
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1 |
Choose the correct answers to the questions from the given options. (Do not copy the question, write the correct answers only.) (i) (𝑎) (𝑥𝑥 − 1) (𝑏) (𝑥𝑥 − 4) (𝑐) (𝑥𝑥 + 1) (𝑑) (𝑥𝑥 + 4) (ii) In the figure given below, AC is a diameter of the circle. AP = 3 cm and PB = 4 cm and QP ⊥ AB. If the area of ∆APQ is18 cm2 , then the area of shaded portion QPBC is:
(iii) Radha deposited ₹400 per month in a recurring deposit account for 18 months. The qualifying sum of money for the calculation of interest is∶ (a) ₹ 3,600 (b) ₹ 7,200 (c) ₹ 68,400 (d) ₹ 1,36,800 (iv) In the given diagram, the radius of the circle with centre O is 3 cm. PA and PB are the tangents to the circle which are at right angle to each other. The length of OP is:
(v) (a) (A) is true and (R) is false. (b) (A) is false and (R) is true. (c) Both (A) and (R) are true and (R) is the correct explanation of (A). (d) Both (A) and (R) are true, but (R) is not the correct explanation of (A). (vi) A solid sphere is cut into two identical hemispheres. Assertion (A): The total volume of two hemispheres is equal to the volume of the original sphere. Reason (R): The total surface area of two hemispheres together is equal to the surface area of the original sphere. (a) (A) is true, (R) is false. (b) (A) is false, (R) is true. (c) Both (A) and (R) are true and (R) is the correct explanation of (A). (d) Both (A) and (R) are true, but (R) is not the correct explanation of (A). (vii) Given that the sum of the squares of the first seven natural numbers is 140, then their mean is: (a) 20 (b) 70 (c) 280 (d) 980 (viii) A bag contains 3 red and 2 blue marbles. A marble is drawn at random. The probability of drawing a black marble is∶
(x) A mixture of paint is prepared by mixing 2 parts of red pigments with 5 parts of the base. Using the given information in the following table, find the values of a, b & c to get the required mixture of paint.
(a) a = 10, b = 10, c = 10 (b) a = 5, b = 2, c = 5 (c) a = 10, b = 5, c = 10 (d) a = 10, b = 5, c = 15 (xi) An article which is marked at ₹ 1,200 is available at a discount of 20% and the rate of GST is 18%. The amount of SGST is: (a) ₹ 216.00 (b) ₹ 172.80 (c) ₹ 108.00 (d) ₹ 86.40 (xii) The sum of money required to buy 50, ₹ 40 shares at ₹ 38.50 is: (a) ₹ 1,920 (b) ₹ 1,924 (c) ₹ 1,925 (d) ₹ 1,952
(a) 0, 0 (b) 1, 1 (c) -1, -1 (d) +1, -1 (xiv) Which of the following equations represents a line equally inclined to the axes? (a) 2x – 3y +7 = 0 (b) x – y = 7 (c) x = 7 (d) y = –7
(a) ∅ (b) {0} (c) {1} (d) {0, 1} |
15 |
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2 |
(a) Is the student’s solution correct stating that (2x + 1) is a factor of the given polynomial? (b) Give a valid reason for your answer. Also, factorize the given polynomial completely. (ii) P is a point on the x- axis which divides the line joining A (- 6, 2) and B (9, – 4). Find: (a) the ratio in which P divides the line segment AB. (b) the coordinates of the point P. (c) equation of a line parallel to AB and passing through (-3, -2) (iii) In the given figure, AC is the diameter of the circle with centre O. CD is parallel to BE. ∠AOB = 80⁰ and ∠ACE = 20⁰
Calculate: (a) ∠ BEC (b) ∠ BCD (c) ∠CED |
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3 |
(i) -11, -7, -3, ………….,49, 53 are the terms of a progression. Answer the following: (a) What is the type of progression? (b) How many terms are there in all? (c) Calculate the value of middle most term. (ii) In the diagram given below, a tilted right circular cylindrical vessel with base diameter 7 cm contains a liquid. When placed vertically, the height of the liquid in the vessel is the mean of two heights shown in the diagram. Find the area of wet surface, when the cylinder is placed vertically on a horizontal surface.
(iii) Use a ruler and compass to answer this question. (a) Construct a circle of radius 4.5cm and draw a chord AB of length 6.5 cm. (b) At A, construct ∠CAB=75°, where C lies on the circumference of the circle. (c) Construct the locus of all points equidistant from A and B. (d) Construct the locus of all points equidistant from CA and BA. (e) Mark the point of intersection of the two loci as P. Measure and write down the length of CP. |
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ICSE Maths Specimen Paper 2026 PDF Download
The ICSE Maths Specimen Paper 2026 PDF is the official sample question paper released by the Council for the Indian School Certificate Examinations (CISCE) for ICSE Class 10 Mathematics to help students practice the latest exam pattern, marking scheme, and question types before the board exam. It’s an 80-mark theory paper with a 3-hour duration, divided into Section A (compulsory) and Section B (choose any four questions). You can download the PDF free from the official CISCE website (cisce.org) under Examinations → Specimen Question Papers → ICSE 2026 and save it for practice.
Download Link for The PDF: ICSE Class 10 Maths Specimen Paper 2026
How to Download ICSE Maths Specimen Paper 2026 for Class 10?
Students can click on the given link below to download the ICSE Maths Specimen Paper 2026:
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Go to the official CISCE website at cisce.org.
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On the homepage, click “Examinations” or “Publications / Specimen Papers”.
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Look for “Specimen Papers 2026” or the “Class X” section.
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Find “Mathematics Class 10 (Specimen Paper)” in the list.
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Click the paper title or the PDF download icon.
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The specimen paper will open in a new tab, click the download link and save as to save it.
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Open the saved PDF to check formatting and print if needed.
How ICSE Maths Sample Paper for Class 10 Helpful for the CISCE Board Exam?
The ICSE Class 10 Maths Sample Paper is highly helpful for CISCE Board exam preparation. It familiarizes students with the latest exam pattern, marking scheme, and question types prescribed by CISCE. By solving sample papers, students improve time management, accuracy, and problem-solving speed. These papers highlight important and frequently asked topics, helping students identify strengths and weaknesses. Regular practice reduces exam fear and boosts confidence before the actual board exam. Additionally, it trains students to present solutions step-by-step, which is crucial for scoring full marks in ICSE Mathematics.
FAQs
1. Where can I download the ICSE Class 10 Maths Specimen Paper 2026?
You can download the official specimen paper 2026 for Class 10 Maths from the CISCE official website or educational portals that share the CISCE PDFs. These specimen papers are released with the latest exam pattern and marking scheme.
2. What is the structure of the ICSE Class 10 Maths specimen paper 2026?
The specimen paper is generally divided into sections like Section A (short/MCQ type questions) and Section B (long/ descriptive analytical questions). The total marks are usually 80 with a time duration of 3 hours.
3. How does solving specimen papers help with board exam preparation?
Solving specimen and sample papers helps you:
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Get familiar with the latest exam pattern and types of questions.
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Understand marking scheme and question formats.
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Improve time management and accuracy under timed conditions.
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Identify weak topic areas to focus on.
4. Is there a difference between specimen papers and sample papers?
Yes, specimen question papers (SQPs) are officially released by CISCE and reflect the exact pattern expected in the exam, whereas sample papers are additional practice resources created by schools or coaching institutes but aligned with the pattern. Both are useful but specimen papers are most authoritative.
5. How many specimen/sample papers should I solve before the exam?
It’s recommended to solve multiple papers — for example, at least 5–10 full-length sample/specimen papers as part of revision. This helps improve speed, accuracy, and familiarity with different question types.
6. Do ICSE Maths specimen papers cover the entire syllabus?
Yes. The specimen paper is designed to cover all major topics in the Class 10 Maths syllabus, including algebra, geometry, trigonometry, mensuration, probability, and statistics. Solving them ensures you practice across all key areas.
7. How should I use the specimen paper effectively?
Here’s a good approach:
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First complete your syllabus thoroughly.
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Then practice specimen papers under exam-like conditions (timed).
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After solving, review answers carefully and note mistakes.
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Work on weak topics identified during practice.
8. Are the specimen papers released before final exam schedule?
Yes, CISCE typically releases specimen papers well in advance — often months before the board exams — so students can prepare accordingly. You should check the official CISCE website regularly for official specimen paper PDFs.
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