How to Study Maths

Below is a short guide providing direction on how to study for maths:

1. Summarise

Summarising mathematical topics involves distilling ideas into concise, understandable explanations, fostering comprehension and critical thinking.

2. Formulas

Identify and understand relevant formulas, accompanied by example questions demonstrating practical application.

3. Unique Problems

List and practice unique problem types that demand specific approaches.

4. Practice

Regularly work through practice questions.

5. Simulate the Exam

Complete timed practice papers under exam conditions to refine time management and identify areas for improvement.

6. Spaced Repetition:

Utilise spaced repetition to reinforce memory retention by initially reviewing new concepts frequently and gradually spacing out reviews as mastery is achieved. A common effective approach is to review new material on the same day it is learned, then again 2 or 3 days later, followed by a week, two weeks, and finally a month later. The aim is to keep new ideas in our long-term memory.

In summary, by incorporating summarisation techniques, understanding formulas, practicing unique problem types, engaging in regular practice, simulating exam conditions, and employing spaced repetition, students can effectively study for mathematics, fostering deep understanding and retention of the material.