A revision plan for SPM 2026 Add Math

A revision plan is not a study schedule with hours pencilled in, it is a sequence. If you sit down each day and simply do whatever feels most urgent, you tend to over-revise the chapters you already like and quietly avoid the ones you're weakest in, which is exactly the opposite of what will move your grade.

A plan fixes the order so avoidance isn't an option.

You don't need to know the exact exam date to build one. What you do need is an honest sense of how much syllabus is still shaky, and a sequence of phases you move through in order: full coverage first, then timed practice, then final polish.

Each phase has a different job, and doing them out of order wastes effort.

The first phase is not about speed, it's about making sure there is no chapter you are quietly hoping won't come up. Go through your weak list chapter by chapter, and for each one, do three things: re-read the method, not the whole textbook, just the worked steps; attempt a handful of questions with the book closed; and mark them honestly against a full solution.

• Don't skip a chapter because it 'usually only has one or two marks', Paper 2's Section C alone carries real weight, and gaps compound across a paper.
• Keep a short note of the exact step where you got stuck in each chapter, not just whether you got the answer right.
• Resist the urge to linger on chapters you already like. Coverage means everything gets touched, not that your favourites get polished twice.

This phase can feel slow, because it is deliberately unglamorous. But a chapter you have genuinely covered once is worth far more heading into the next phase than three chapters half-revised.

Once every chapter has been touched, the second phase shifts from learning individual chapters to rehearsing the exam itself, mixed questions, under time pressure, in the actual paper format.

• Sit full sets that match the real structure: Paper 1 in 2 hours for 80 marks across Sections A and B; Paper 2 in 2 hours 30 minutes for 100 marks across Sections A, B and C.
• Use the exact calculator you'll bring on the day, a non-programmable scientific calculator, so nothing about it is unfamiliar.
• Mark analytically, the way the real paper is marked, award yourself credit for correct steps, not just a correct final answer, so you learn to see where you're actually losing marks.
• After each set, note whether you ran out of time on a specific section, not just whether you finished the whole paper.

This is the phase most students skip, because timed practice is uncomfortable, it exposes gaps that untimed revision hides. That discomfort is exactly the information you need before the real exam supplies it under far higher stakes.

In the final stretch, revision narrows. This is not the time to attempt entirely new question types, it's the time to make sure everything you already know comes out reliably, quickly, and under analytic marking that rewards clear working.

$$\dfrac{d}{dx}(x^{n}) = nx^{n-1}$$

• Drill the formulas you must recall from memory until writing them is automatic, not something you have to reconstruct.
• Redo the specific questions that tripped you up in phase one and two, from scratch, to confirm the fix actually stuck.
• Revisit your calculator checklist one more time, degree/radian mode, memory functions, statistical functions.

The goal of this phase is confidence built on evidence, not confidence built on hope. You should be able to point to specific questions you got wrong before and can now do cleanly.

A plan like this gives you the shape, but building your own weak list honestly is genuinely hard, most students either overestimate what they know or avoid looking closely at what they don't. A teacher working with you one-to-one can test you directly, see exactly where marks would be lost under analytic marking, and help you sequence the three phases around your specific gaps rather than a generic timeline.

Our teachers are experienced, lessons run online in English, and SPM papers themselves are set bilingually in Bahasa Melayu and English.

If you'd like help building or checking your own plan, you can start with a one-hour paid trial class at the teacher's own rate (from RM50 per hour, depending on experience). It's often enough for a teacher to see where your plan needs adjusting.