ICSE Class 8 Half Yearly Tests Mathematics PDFs

Download icse class 8 half yearly tests mathematics papers from four school exams. The table below provides 4 half-yearly test PDFs covering the years 2017, 2019, 2024, and 2026. Each paper tests the first half of the Class 8 Maths syllabus, and this page explains the paper pattern, recurring topics, and marking rules so you can prepare effectively.

Download ICSE Class 8 Mathematics Half-Yearly Tests PDF

These are the 4 half-yearly tests PDFs hosted on icseboard.org for ICSE Class 8 Mathematics, organised by subject. Each section below explains what those papers cover before the download table.

This group contains 4 half-yearly Mathematics test papers for Class 8, spanning the years 2017, 2019, 2024, and 2026. Each paper is an 80-mark school exam covering the first half of the CISCE-aligned Class 8 Maths syllabus, including compound interest, simultaneous equations, exponents, factorisation, and 3D solids. Students should use these papers as timed mock tests, noting that the time limits and section structures differ across years.

What Each Half-Yearly Paper Covers

The 4 PDFs in the table span a decade of school-level half-yearly exams. Each paper reflects how individual schools set the mid-term test based on the CISCE-aligned Class 8 Maths syllabus. The papers differ in structure and time allowed, so you should check each paper’s instructions before solving.

• 2017 paper: 80 marks, 2 hours plus 15 minutes reading time. Sections A and B carry 40 marks each.
• 2019 paper: 80 marks, 2 hours plus 15 minutes reading time. Section A is compulsory.
• 2024 paper: 80 marks. Uses MCQs, fill-in-the-blanks, and short-answer questions.
• 2026 paper: 80 marks, 2.30 hours. Section A is compulsory for 15 marks; Section B requires any four questions.

For more resources across subjects, see the main Class 8 hub or browse the full Class 8 book list. You can also check the official CISCE board site at cisce.org for syllabus updates.

Topics That Appear Across Multiple Years

Looking at the four papers, certain topics repeat year after year. These are the areas to prioritise because they carry the most marks across the set.

Interest problems and exponent calculations appear most frequently. If you master these two areas, you cover questions worth roughly 7 to 10 marks per paper.

Worked Examples for Recurring Questions

Compound Interest Difference (4-mark type)

A common 4-mark question asks you to find the difference between compound interest (CI) and simple interest (SI) over two years. Here is an original example modelled on the 2017 and 2019 papers.

Problem: Find the difference between CI and SI on Rs. 10,000 at 8% per annum for 2 years.

Step 1: Calculate SI.

SI = \frac{P \times R \times T}{100} = \frac{10000 \times 8 \times 2}{100} = 1600

Step 2: Calculate CI using the formula for two years.

CI = P \left(1 + \frac{R}{100}\right)^2 – P = 10000 \left(1 + \frac{8}{100}\right)^2 – 10000

CI = 10000 \times \frac{108}{100} \times \frac{108}{100} – 10000 = 11664 – 10000 = 1664

Step 3: Find the difference.

CI – SI = 1664 – 1600 = 64

The difference is Rs. 64. In a 4-mark question, the formula setup earns 1 mark, each calculation earns 1 mark, and the final answer with unit earns 1 mark.

Evaluating Exponents (3-mark type)

The 2019 paper asks you to evaluate negative exponents. Here is an original example.

Problem: Evaluate \left(\frac{1}{2}\right)^{-3} + \left(\frac{1}{4}\right)^{-2}

Step 1: Apply the rule \left(\frac{a}{b}\right)^{-n} = \left(\frac{b}{a}\right)^n

\left(\frac{1}{2}\right)^{-3} = 2^3 = 8

\left(\frac{1}{4}\right)^{-2} = 4^2 = 16

Step 2: Add the results.

8 + 16 = 24

The answer is 24. A 3-mark question gives 1 mark for each correct conversion and 1 mark for the final sum.

How to Use These Papers for Preparation

These half-yearly tests work best when you treat them as mock exams, not just reading material. Use the following sequence to get the most out of each PDF.

1. Check the time limit on the paper’s first page. The 2017 and 2019 papers allow 2 hours plus 15 minutes reading time. The 2026 paper allows 2.30 hours. Set a timer for the exact duration before you start writing.
2. Read Section A rules. In 2017, Section A is 40 marks and compulsory. In 2026, Section A is 15 marks and compulsory. Attempt every Section A question because it carries no choice.
3. Solve without a calculator. The 2017 paper asks you to find the square root of 98.2 to two decimal places manually. Practice long division for square roots.
4. Check your algebra steps. Simultaneous equations and factorisation appear in 3 out of 4 papers. Write each substitution step clearly because examiners award method marks.
5. Review 3D solids formulas. The 2024 and 2026 papers test Euler’s formula. Memorise F + V – E = 2 and practice counting faces, vertices, and edges for prisms and pyramids.

Common Mistakes Students Make in These Papers

Based on the question types in these four papers, students lose marks in predictable ways. Avoid these errors to improve your score.

• Mixing up CI and SI formulas: SI uses \frac{PRT}{100}. CI uses P\left(1+\frac{R}{100}\right)^n – P. Students who swap these get zero for the calculation even if the setup looks right.
• Forgetting reading time is not writing time: The 15 minutes at the start of the 2017 and 2019 papers is for reading only. If you start writing during reading time, you lose those minutes from your actual writing time.
• Skipping the unit in the final answer: Interest answers need “Rs.” and geometry answers need units like “cm” or “m”. A correct number without the unit loses the final mark.
• Not reading MCQ options carefully: The 2024 and 2026 papers include MCQs where two options look similar. For factorisation questions, multiply the factors back to verify before selecting an option.
• Leaving Section B blank: The 2026 paper requires any four questions from Section B. Students who attempt only three lose 15 to 20 marks automatically.

Frequently Asked Questions

How many half-yearly Maths papers are available for download?

There are 4 papers available: 2017, 2019, 2024, and 2026. Each paper carries 80 marks but has different time limits and section structures.

Do all four papers have the same time limit?

No. The 2017 and 2019 papers allow 2 hours plus 15 minutes reading time. The 2026 paper allows 2.30 hours. Always check the instructions on the specific paper you are solving.

Are solutions included with these PDFs?

No. These PDFs contain the question papers only. This page provides worked examples and marking guidance to help you check your own answers after attempting the papers.

Which topics should I study first for the half-yearly test?

Focus on compound and simple interest, simultaneous linear equations, exponents, factorisation, and 3D solids. These topics appear across multiple years and carry the most marks.

Do these papers follow the official CISCE exam pattern?

These are school-level half-yearly tests based on the CISCE-aligned Class 8 Maths syllabus. The structure varies by school and year, which is why each paper has its own marks distribution and section rules.

More ICSE study material on this site

• Class 8
• Class 8 Books
• ICSE Books PDF Free
• ICSE Books

Reference: CISCE-aligned ICSE Class 8 textbook material.