Maths Tuition: A-Level (H2) Master IP Student Guide
28 Mar 2026, 00:00 Z
Want small-group support? Browse our A-Level Maths Tuition hub. Not sure which level to start with? Visit Maths Tuition Singapore.
Planning a revision session? Use our study places near me map to find libraries, community study rooms, and late-night spots.
Q: What does Maths Tuition: A-Level (H2) Master IP Student Guide cover?
A: The definitive 2026 handbook to scoring an A in H2 Maths: syllabus structure, Paper 2 application and statistics mastery, IP-to-JC transition gaps, and a term-by-term action plan.
TL;DR
H2 Maths (9758) has two papers - no practical component.
Paper 1 (Pure Mathematics) carries 40% and Paper 2 (Statistics and Pure) carries 60%.
The central challenge is rigour and proof discipline, not lab skills. MF26 (List of Formulae) is provided; a GC is permitted in both papers.
This guide maps key assessment cliffs, links to our IP Maths tuition scaffolds, and gives parents a term-by-term action plan.
Status: Published 28 Mar 2026. Next review: after SEAB updates the 9758 syllabus.
Quick links: H2 Maths tuition hub, H2 Maths notes hub
H2 Mathematics (syllabus code 9758) is a compulsory subject for most IP students planning to take the A-Level route, and it underpins university admissions across engineering, science, computing, and business programmes at NUS, NTU, and SMU. Yet the jump from IP Year 4 Additional Mathematics to JC1 H2 Maths catches a significant number of high-performing students off guard. The abstraction level rises sharply - formal proof language, epsilon-delta reasoning in limits, and the interpretive demands of Paper 2 Statistics are qualitatively different from what most IP schools cover before JC1.
This guide explains the two-paper structure, the most common IP-specific failure modes, and the term-by-term milestones that separate students who coast through Promos from those who scramble at the last minute.
1 | Syllabus & Assessment at a Glance
| Paper | Weight | Duration & format | Topics covered |
| Paper 1 (Pure Mathematics) | 40 percent | 3 h, ~10–12 structured Qs |



