Why Understanding Mathematics Is More Important Than Memorising Formulas
14 October 2026
•
By ADMIN OLYMPIAN
Helping Students Develop Confidence Through Mathematical Understanding
Mathematics is often considered one of the more challenging school subjects.
For some students, difficulties begin when mathematical concepts become increasingly abstract. Others struggle because they rely heavily on memorising formulas without fully understanding how or when to apply them.
Although memorisation can support mathematical learning, understanding is essential for solving unfamiliar problems.
Learning the Reason Behind the Formula
When students understand how mathematical concepts work, they are better equipped to recognise patterns, explain solutions, and apply appropriate methods.
For example, understanding fractions provides a foundation for learning ratios, percentages, and algebra.
Similarly, basic algebraic knowledge becomes increasingly important in secondary Mathematics and Additional Mathematics.
Building Mathematical Confidence
Students can improve their mathematical abilities by practising regularly, reviewing incorrect answers, and learning alternative problem-solving methods.
Teachers should encourage students to explain their reasoning rather than simply provide final answers.
The Olympian Scholars Perspective
Olympian Scholars promotes meaningful subject understanding and guided practice as part of effective academic learning.
The objective is to help students develop stronger problem-solving abilities instead of relying entirely on repetitive memorisation.
Mathematics becomes more approachable when students understand the concepts, recognise their mistakes, and practise with confidence.
For some students, difficulties begin when mathematical concepts become increasingly abstract. Others struggle because they rely heavily on memorising formulas without fully understanding how or when to apply them.
Although memorisation can support mathematical learning, understanding is essential for solving unfamiliar problems.
Learning the Reason Behind the Formula
When students understand how mathematical concepts work, they are better equipped to recognise patterns, explain solutions, and apply appropriate methods.
For example, understanding fractions provides a foundation for learning ratios, percentages, and algebra.
Similarly, basic algebraic knowledge becomes increasingly important in secondary Mathematics and Additional Mathematics.
Building Mathematical Confidence
Students can improve their mathematical abilities by practising regularly, reviewing incorrect answers, and learning alternative problem-solving methods.
Teachers should encourage students to explain their reasoning rather than simply provide final answers.
The Olympian Scholars Perspective
Olympian Scholars promotes meaningful subject understanding and guided practice as part of effective academic learning.
The objective is to help students develop stronger problem-solving abilities instead of relying entirely on repetitive memorisation.
Mathematics becomes more approachable when students understand the concepts, recognise their mistakes, and practise with confidence.