Make revision notes with formula conditions, worked examples, recall questions and corrections instead of copying the textbook into another notebook.
Revision notes should reduce the work needed to revisit a topic. A second, beautifully copied textbook often does the opposite: it takes time to create and still leaves the reader searching for the main point. Useful notes identify what must be recalled, where reasoning matters, and which mistakes need another attempt.
For a numerical chapter, use a worked example and a short explanation of the conditions behind each formula. For a history topic, a timeline and cause-and-effect links may be clearer. For biology, a labelled sketch with the process in order can reveal missing relationships. Choose the format that supports the questions you will face rather than forcing every topic into a mind map.
Divide a page into a question margin, an explanation area and a short error box. In the margin write “When can v = u + at be used?” In the explanation area write “For constant acceleration over the chosen time interval” and define the symbols and units. Add one small calculation with the sign convention stated. In the error box record “Do not use constant-acceleration equations when acceleration varies without checking the model.”
Now add a graph prompt: “What does the area under a velocity–time graph represent?” Draw the signed area for a simple case. A note that includes units, conditions and a counterexample is more useful than a formula copied alone. Keep the textbook chapter or page reference so that a confusing detail can be checked later.
For current affairs, rules or exam instructions, record the source and date. Avoid blending an old notification with a new syllabus on the same undated page. For a derivation, preserve the reasoning steps; for a fact list, show a meaningful grouping. Highlighting should identify a small number of signals rather than colour every line.
If you chose a wrong option because two terms looked similar, add a two-column distinction and a question that tests it. If you knew the concept but made an arithmetic error, practise the calculation; rewriting the theory may not address the problem. Keep a separate error log so a page does not grow into an unreadable collection of unrelated warnings.
Test the page by covering the explanation area and answering the margin questions. If the questions are vague, rewrite them. If you need the book for everything, the notes may be missing context or you may need to study the topic again. The measure is whether the page supports an accurate explanation or solution, not its length or decoration.