How to Improve Mathematics Performance in Basic Schools: Practical Strategies for Teachers, Parents, and Pupils in Ghana

Mathematics is one of the subjects that many pupils find challenging in basic school. Some learners become anxious when they see numbers, while others lose confidence after repeated poor performance. This often leads to low examination scores and a belief that mathematics is only for naturally gifted pupils.

The reality is different. Every child can improve in mathematics with the right teaching methods, consistent practice, and a supportive learning environment. This guide shares practical, evidence-based strategies that teachers, parents, and pupils can use to strengthen mathematical understanding and improve performance in Ghana’s basic schools. In this article, we will help you in a practical way to improve mathematics performance in basic schools in Ghana and across the world.

Why Mathematics Performance Matters

Mathematics develops more than calculation skills. It teaches learners how to think logically, analyse problems, identify patterns, and make informed decisions.

Strong mathematics skills help pupils to:

• Perform better in science and technology subjects.
• Develop critical and logical thinking.
• Solve real-life problems confidently.
• Build confidence in academic work.
• Prepare for secondary school and future careers.

In our experience working with basic school learners, pupils who understand mathematical concepts rather than memorising procedures show greater confidence and perform better in assessments.

Why Many Pupils Struggle with Mathematics

Understanding the causes of poor performance helps teachers provide effective support.

Common challenges include:

• Weak understanding of basic number concepts.
• Fear of making mistakes during lessons.
• Limited practice outside the classroom.
• Teaching methods that focus only on memorisation.
• Large class sizes that reduce individual attention.
• Negative attitudes towards mathematics.
• Gaps in foundational knowledge from earlier classes.

Addressing these issues early prevents learning difficulties from becoming long-term barriers.

Build Strong Mathematical Foundations

Many pupils struggle with advanced topics because they have not mastered basic concepts.

Teachers should ensure pupils understand:

• Number recognition.
• Place value.
• Addition and subtraction.
• Multiplication facts.
• Division.
• Fractions.
• Measurement.

Before introducing a new topic, assess whether pupils have the background knowledge required to understand it.

Make Mathematics Practical and Relevant

Pupils learn more effectively when mathematics connects to everyday life.

Use familiar examples such as:

• Buying and selling in the market.
• Measuring ingredients while cooking.
• Sharing food equally.
• Calculating transport fares.
• Measuring classroom objects.
• Counting money.

When testing this approach in classroom activities, pupils often become more engaged because they see mathematics as a useful life skill rather than an abstract subject.

Encourage Active Participation During Lessons

Mathematics should be an interactive subject.

Instead of solving every example on the board, encourage pupils to:

• Explain their thinking.
• Solve problems in pairs.
• Present solutions to classmates.
• Ask questions freely.
• Compare different methods.

Participation helps teachers identify misconceptions before they become habits.

Use Concrete Teaching Materials

Young learners understand mathematical ideas better when they can see and touch objects.

Useful teaching materials include:

• Bottle tops.
• Counters.
• Sticks.
• Beans.
• Number cards.
• Measuring tapes.
• Dice.
• Shapes made from cardboard.

Concrete materials make abstract concepts easier to understand, especially in lower primary classes.

Teach Problem-Solving Skills Step by Step

Many pupils know mathematical operations but struggle to solve word problems.

Teach them to follow these steps:

Step 1: Read Carefully

Encourage pupils to read the question more than once.

Step 2: Identify Important Information

Underline numbers and key words.

Step 3: Decide Which Operation to Use

Ask questions such as:

• Should I add?
• Should I subtract?
• Should I multiply?
• Should I divide?

Step 4: Solve Carefully

Show all working.

Step 5: Check the Answer

Ask whether the answer makes sense.

This structured approach reduces careless mistakes and builds confidence.

Strengthen Mental Mathematics Skills

Mental calculation improves speed and number sense.

Simple daily activities include:

• Quick addition exercises.
• Number patterns.
• Multiplication drills.
• Estimation games.
• Counting backwards.
• Skip counting.

Five to ten minutes of mental mathematics each day can significantly improve computational fluency.

Create a Positive Classroom Environment

Fear prevents learning.

Teachers should:

• Praise effort, not only correct answers.
• Encourage pupils to learn from mistakes.
• Avoid embarrassing pupils publicly.
• Celebrate improvement.
• Allow sufficient thinking time.

In our experience, pupils participate more willingly when they know mistakes are treated as learning opportunities.

Use Group Work Effectively

Collaborative learning benefits both strong and struggling learners.

Organise small groups where pupils:

• Solve problems together.
• Explain methods.
• Check one another’s work.
• Discuss different solutions.

Peer learning often helps pupils understand concepts using language they relate to easily.

Provide Regular Practice

Mathematics improves through consistent practice.

Effective practice should include:

• Class exercises.
• Homework.
• Weekly quizzes.
• Revision activities.
• Real-life applications.

Avoid giving large amounts of repetitive work. Instead, provide meaningful questions that encourage thinking.

Identify Learning Gaps Early

Continuous assessment helps teachers detect difficulties before examinations.

Useful assessment methods include:

• Oral questioning.
• Class exercises.
• Observation.
• Short quizzes.
• Individual conferences.

Keep simple records of pupil performance to identify topics that need further revision.

Differentiate Instruction

Not every pupil learns at the same pace.

Teachers can differentiate by:

• Giving extra support to struggling learners.
• Providing extension activities for advanced pupils.
• Using varied teaching methods.
• Allowing flexible grouping.

Differentiated instruction ensures every learner receives appropriate challenges and support.

Integrate Games into Mathematics Lessons

Learning becomes more enjoyable through educational games.

Examples include:

• Number bingo.
• Flashcard races.
• Puzzle solving.
• Mathematics relays.
• Board games involving counting.
• Shape matching.

Games increase participation while reinforcing mathematical concepts.

Support Mathematics Learning at Home

Parents play an important role in improving mathematics performance.

Simple home activities include:

• Counting household items.
• Measuring ingredients during cooking.
• Shopping with children and calculating change.
• Practising multiplication tables.
• Solving simple puzzles together.

Parents do not need advanced mathematics knowledge to encourage regular practice.

Use Technology Wisely

Digital resources can enhance classroom instruction when available.

Useful tools include:

• Mathematics learning apps.
• Interactive quizzes.
• Educational videos.
• Virtual manipulatives.
• Online practice exercises.

Technology should support—not replace—effective teaching and meaningful classroom discussions.

Encourage Growth Mindset

Some pupils believe they are “not good at mathematics.”

Teachers should replace this belief with messages such as:

• Everyone can improve through practice.
• Mistakes help us learn.
• Difficult questions strengthen our thinking.
• Success comes through persistence.

A positive mindset often leads to greater effort and better results.

Improve Mathematics Vocabulary

Many pupils misunderstand questions because they do not know mathematical terms.

Teach vocabulary such as:

• Sum.
• Difference.
• Product.
• Quotient.
• Fraction.
• Perimeter.
• Area.
• Estimate.
• Multiple.
• Factor.

Display these words in the classroom and use them regularly during lessons.

Effective Mathematics Lesson Structure

A well-organised lesson helps pupils remain focused.

An effective lesson may include:

1. Review previous learning.
2. Introduce today’s objective.
3. Demonstrate the new concept.
4. Allow guided practice.
5. Encourage independent work.
6. Discuss solutions.
7. Correct misconceptions.
8. Summarise key ideas.
9. Assign meaningful practice.

This sequence provides opportunities for understanding before independent application.

Preparing Pupils for Mathematics Examinations

Examination preparation should begin long before the test date.

Teachers should help pupils to:

• Revise topics gradually.
• Practise past questions.
• Manage examination time.
• Show all working.
• Read instructions carefully.
• Review answers before submission.

Regular revision builds confidence and reduces examination anxiety.

Common Mistakes Teachers Should Avoid

Even experienced teachers can unintentionally reduce pupil engagement.

Avoid:

• Teaching too quickly.
• Focusing only on high-performing pupils.
• Overusing rote memorisation.
• Ignoring incorrect reasoning.
• Giving answers without explanation.
• Discouraging questions.

Creating opportunities for exploration often leads to deeper understanding.

Monitoring Progress Throughout the School Year

Improvement should be measured continuously rather than waiting for end-of-term examinations.

Teachers can monitor:

• Accuracy in calculations.
• Problem-solving ability.
• Participation during lessons.
• Homework completion.
• Confidence when explaining solutions.
• Improvement in assessment scores.

Regular feedback helps pupils recognise their strengths and identify areas for improvement.

Conclusion

Improving mathematics performance in basic schools requires commitment from teachers, parents, and pupils. Effective instruction goes beyond memorising formulas. It involves building strong foundations, encouraging critical thinking, using practical examples, providing regular practice, and creating a classroom where learners feel confident to ask questions and learn from mistakes.

Every pupil has the potential to succeed in mathematics. With patient guidance, engaging teaching strategies, and consistent encouragement, learners can develop the skills and confidence needed to excel both in school and in everyday life.

Frequently Asked Questions

What is the most effective way to improve mathematics performance in basic schools?

The best approach combines strong foundational teaching, practical activities, regular practice, continuous assessment, and positive encouragement. Pupils learn more effectively when mathematics is connected to real-life situations.

Why do many pupils fear mathematics?

Fear often develops from repeated failure, limited understanding of basic concepts, pressure to answer quickly, or negative classroom experiences. Supportive teaching and opportunities to learn from mistakes help reduce mathematics anxiety.

How can parents help children improve in mathematics?

Parents can encourage daily practice, involve children in simple calculations during household activities, review homework together, and praise effort rather than focusing only on correct answers.

How often should pupils practise mathematics?

Daily practice is recommended. Even 20 to 30 minutes of focused mathematics activities each day can improve understanding, calculation skills, and confidence over time.