Elementary Mathematics Practice

Build a strong foundation in Mathematics with structured practice designed for primary school learners. These tests support common entrance and junior secondary admission preparation, and strengthen confidence with numbers, patterns, and everyday problem-solving.

Choose a practice test below, attempt it under timed conditions, and review mistakes to improve accuracy and speed.

What These Elementary Maths Tests Cover

Each practice set is aligned to core primary Mathematics skills commonly assessed in school exams and entrance tests. Questions are designed to improve fluency, reasoning, and the ability to solve real-life word problems.

Simple strategy:
Practice 20 to 30 minutes daily and review mistakes immediately to build strong habits.

Core Topics

Go to Practice Tests
  • Numbers and place value (whole numbers, ordering, rounding)
  • Addition, subtraction, multiplication, and division
  • Fractions, decimals, percentages (basic conversions and applications)
  • Word problems (multi-step reasoning and interpretation)
  • Measurement (length, mass, time, money, perimeter, area)
  • Basic geometry (shapes, angles, symmetry, simple coordinates)
  • Data handling (tables, charts, averages, simple probability)

Elementary Mathematics Practice Tests

Select a test above to open it in a new tab.

About Elementary Mathematics Practice Tests

Mathematics is a key subject for primary school learners preparing for school exams and junior secondary admission tests. Strong performance typically comes from two things: knowing the basics very well and practicing enough questions to become fast and accurate.

Each practice test is designed to feel like a real exam. Learners can practice under timed conditions, strengthen mental calculation, and learn how to approach word problems confidently. Reviewing mistakes is just as important as taking the test because it helps learners avoid repeating the same errors.

Start with one test, note the topics you find difficult, then practice again after revision. With consistent practice, improvement becomes steady and visible.