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The Assam HSLC Class 10 Mathematics Sample Question Paper 2026 can be an important addition to your study plan. It helps students to practice and adapt to the exam paper before appearing for the Board of Secondary Education, Assam (SEBA) board examinations for the 10th grade. The exam has been ongoing from February 10 and will end on February 27, 2026, with the General Maths exam taking place on February 20, 2026, in the morning shift from 9:00 AM to 12:00 PM. It helps students understand the distribution of objective-type MCQs and subjective descriptive questions across core mathematical topics.
These sample question papers can be downloaded in PDF format from the link shared here.
Assam HSLC Class 10 Exam 2026 - Key Highlights
| Particulars | Details |
| Exam Name | Assam High School Leaving Certificate (HSLC) Exam 2026 |
| Conducting Body | Board of Secondary Education, Assam (SEBA) |
| Theory Exam Dates | February 10 to February 27, 2026 |
| Practical Exam Dates | Conducted in January 2026 |
| Exam Shifts | Morning: 9:00 AM – 12:00 PM Afternoon: 1:30 PM – 4:30 PM |
| Mode of Exam | Offline (Pen-and-Paper) |
| Total Marks | 600 Marks (6 subjects × 100 marks each) |
| Passing Criteria | Minimum 30% marks required in each subject to pass |
| Official Website |
Assam HSLC Class 10 Maths: Exam Structure 2026
Question Paper Pattern and Formatting
The board follows a balanced question paper to evaluate students' understanding of the subject.
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The paper is evenly divided between objective and subjective questions. With 50% of the questions being objective-type Multiple Choice Questions (MCQs) and the remaining 50% contains subjective/descriptive problems.
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The paper follows OMR sheet answering technique for objective type questions like MCQs. Students can mark their answers to the 1-mark objective questions on the attached OMR sheet. For the descriptive answers must be completed using the standard answer booklets.
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The paper difficulty level is generally distributed between 20% to 30% easy questions, 50% moderate, and 10%-20% difficult questions.
Students can also check for chapter-wise weightage across the question paper from the details shared in the table.
| Chapter No. | Chapter Name | Marks Weightage |
| R | Revision Chapter | 6 Marks |
| 1 | Real Numbers | 5 Marks |
| 2 | Polynomials | 8 Marks |
| 3 | Pair of Linear Equations in Two Variables | 7 Marks |
| 4 | Quadratic Equations | 6 Marks |
| 5 | Arithmetic Progressions | 6 Marks |
| 6 | Triangles | 6 Marks |
| 7 | Coordinate Geometry | 7 Marks |
| 8 | Introduction to Trigonometry | 7 Marks |
| 9 | Some Applications of Trigonometry | Omitted (0 Marks) |
| 10 | Circles | 6 Marks |
| 11 | Constructions | 4 Marks |
| 12 | Areas Related to Circles | 6 Marks |
| 13 | Surface Areas and Volumes | 6 Marks |
| 14 | Statistics | 5 Marks |
| 15 | Probability | 5 Marks |
| Total Theory Marks | 90 Marks |
Assam HSLC Class 10 Maths Sample Question Paper 2026, Download PDF
Here are sample question papers for Assam HSLC class 10 Maths PDF links for students to download.
SECTION B
This section comprises very short answer (VSA) type questions of 2 marks (approx.) each.
5. Using prime factorisation, find HCF and LCM of 96 and 120.
6. Find LCM of 576 and 512 by prime factorization.
7. Find HCF of 660 and 704 by prime factorization.
8. Find LCM of 480 and 256 using prime factorization.
9. Prove that 7 - 2√3 is an irrational number, given that √3 is an irrational number.
10. Prove that 8 + 5√5 is an irrational number, given that √5 is an irrational number
11. Prove that 11 + 3√2 is an irrational number, given that √2 is an irrational number.
12. (a) Find the H.C.F and L.C.M of 480 and 720 using the Prime factorization method.
Or
(b) The H.C.F of 85 and 238 is expressible in the form 85m -238. Find the value of m?
SECTION C
This section comprises short answer (SA) type questions of 3 marks (approx.) each.
13. (a) Prove that √3 is an irrational number.
(b) The traffic lights at three different road crossings change after every 48 seconds, 72 seconds and 108 seconds respectively. If they change simultaneously at 7 a.m., at what time will they change together next?
14. Prove that √5 is an irrational number.
15. Prove that √3 is an irrational number.
To access complete questions, students can access the link shared in the table to download the Assam HSLC Maths sample question paper 2026.
Assam HSLC Class 10 Maths Sample Question Paper 2026 PDF |
Steps to Download Assam HSLC 10th Sample Papers 2026?
Students can download Jharkhand Board 10th Model Papers 2026 by following the step-by-step guide shared here.
Step 1: Go to the official portal of Assam board (SEBA) at site.sebaonline.org.
Step 2: Next on the homepage, look for the ‘Downloads’ section.
Step 3: A new tab will appear which will display a list of downloadable files.
Step 4: Check for "Sample Questions" or "HSLC Question Paper" for your preferred subject.
Step 5: Download the subject sample question paper PDF.
Step 7: As you download the sample paper, save the PDF for future use and to practice for the exam.
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