📚 Year 10 CAIE Further Mathematics: 2026 Exam Changes and Trends | 十年级 CAIE 进阶数学：2026 年考试变化与趋势
As a Year 10 student preparing for the CAIE IGCSE Additional Mathematics (0606) examination in 2026, you are among the first cohorts to experience the full impact of the syllabus overhaul that took effect from 2025. The changes are not cosmetic; they reshape how you should study, how you use your calculator, and what examiners will reward. This article breaks down every major shift, analyses emerging trends, and gives you actionable strategies to stay ahead.
作为即将在 2026 年参加 CAIE IGCSE 进阶数学（0606）考试的十年级学生，你是首批全面体验自 2025 年起生效的考纲改革的群体之一。这些变化绝非表面功夫，它们重塑了你的学习方式、计算器使用方法以及评分标准。本文将拆解每一个重大变化，分析新趋势，并为你提供实用的领先策略。
1. Syllabus Update Overview | 考纲更新概览
The CAIE IGCSE Additional Mathematics syllabus (0606) was redeveloped for examinations from 2025 onward, with 2026 being the second full cycle under the new structure. The two most striking changes are the removal of the non‑calculator paper and a deliberate shift towards problem‑solving in authentic contexts. The overall content has been refined, with some topics streamlined and others deepened, ensuring that rote procedure alone will no longer guarantee top grades.
CAIE IGCSE 进阶数学（0606）考纲已为 2025 年及以后的考试重新制定，2026 年是新结构下的第二个完整周期。最显著的两大变化是取消非计算器试卷，以及有意识地向真实情境中的问题解决转变。整体内容经过了优化，部分主题被精简，另一些则被加深，确保仅靠机械步骤再也无法确保高分。
2. Calculator Policy: Both Papers Now Allow Calculators | 计算器政策：两张试卷均允许使用计算器
Before the revision, Paper 1 was a strict non‑calculator paper that tested mental arithmetic and algebraic fluency in isolation. From 2025, both Paper 1 and Paper 2 permit a scientific calculator. This fundamental change does not make the exam easier; instead, it raises the demand for intelligent calculator use. You need to know when to rely on the machine and when to work symbolically, and you must avoid the trap of blindly trusting decimal approximations.
在修订之前，试卷一是不允许使用计算器的，单独考查心算与代数熟练度。从 2025 年起，试卷一和试卷二都允许使用科学计算器。这一根本性变化并未降低考试难度，反而对计算器的智能使用提出了更高要求。你需要知道何时依赖机器、何时进行符号运算，并且必须避免盲目相信小数近似值的陷阱。
3. Revised Paper Structure and Timing | 试卷结构与时间安排的调整
Under the new syllabus, both Paper 1 and Paper 2 are two‑hour papers worth 80 marks each, contributing equally to the final grade. The number of questions typically ranges from 10 to 12 per paper, and multi‑part problems are the norm. Time pressure is real because the content breadth remains substantial. Students must now practise pacing strategies that allow for checking calculator outputs and verifying solutions without rushing the final questions.
新考纲下，试卷一和试卷二均为两小时、各 80 分，占总成绩的比例相同。每份试卷的题量通常在 10 到 12 题之间，且多部分问题成为常态。由于内容广度依然很大，时间压力是真实存在的。学生现在必须练习节奏策略，以便留出时间检查计算器输出并验证答案，而不是在最后几道题上仓促作答。
4. Topics Added, Removed, or Rebalanced | 主题的新增、删减与权重调整
Vectors in two dimensions have gained significant weight, with explicit requirements to solve geometric problems using vector methods. Modelling with functions is now a standalone strand, asking candidates to construct equations from written scenarios. Some older topics, such as relative velocity, have been removed or merged into other sections. The emphasis on coordinate geometry remains strong, but it is increasingly tested through contextual problems rather than isolated line equations.
二维向量的比重显著增加，明确要求用向量方法解决几何问题。函数建模现在成为独立主线，要求考生根据文字情境构建方程。一些旧主题，如相对速度，已被删除或并入其他部分。坐标几何的重点依旧，但越来越多地通过情境题而非孤立的直线方程来考查。
5. Increased Focus on Problem‑Solving and Modelling | 愈发注重问题解决与建模能力
CAIE has made it clear that the 0606 qualification should reflect genuine mathematical thinking. Many questions will present a real‑world situation — a particle moving along a line, a container being filled, an investment growing — and expect you to form a mathematical model. The trend is towards open‑ended steps where you must choose a suitable strategy, not merely follow a template. This aligns with the skills needed for A Level Mathematics and beyond.
CAIE 已明确表示，0606 资质应当反映真正的数学思维。许多题目将呈现一个现实情境——例如粒子沿直线运动、容器注水、投资增长——并期望你建立数学模型。趋势是设计开放性步骤，你必须选择合适的策略，而不仅仅是套用模板。这与 A Level 数学及后续学习所需的技能一脉相承。
6. Effective Use of Scientific and Graphing Calculators | 科学计算器与图形计算器的有效使用
Although a graphing calculator is not mandatory, many candidates find it helpful for checking graphs, solving equations, and exploring functions. With both papers now calculator‑active, you should master features such as the equation solver, table mode, and statistical functions. However, the mark scheme explicitly rewards full working. A final answer from a calculator without supporting algebraic steps may lose method marks.
虽然图形计算器并非强制要求，但许多考生发现它在检查图像、解方程和探究函数时很有帮助。由于两张试卷现在都允许使用计算器，你应当掌握方程求解器、表格模式以及统计功能。但评分方案明确奖励完整的解题过程。只给出计算器得出的最终答案而无代数步骤支撑，可能会丢掉方法分。
7. Exam Technique and Marking Trends | 考试技巧与评分趋势
Post‑2025 mark schemes are more generous with method marks and less tolerant of omitted reasoning. Even if a numerical slip occurs, a clearly structured solution can secure the majority of available marks. Examiners increasingly use 'show that' questions to force candidates to demonstrate logical flow. Past papers from 2025 and the 2026 specimen materials are therefore indispensable for familiarising yourself with the new command words and answer expectations.
2025 年之后的评分方案对方法分更加慷慨，而对省略推理过程的容忍度更低。即使出现了数值失误，结构清晰的解答仍能获得大部分分数。考官越来越多地使用“求证”题型，迫使考生展示逻辑流程。因此，2025 年的真题以及 2026 年的样卷是你熟悉新指令词和作答期望的不可或缺的资料。
8. Key Topics to Prioritise for 2026 | 2026 年考试需优先掌握的关键主题
Core areas that consistently carry heavy weight include functions (modulus, composite, inverse), calculus (differentiation and integration of polynomials and trigonometric functions), straight‑line kinematics, binomial expansions, and trigonometric equations. Vectors has become a high‑priority topic that you cannot afford to treat as an add‑on. Ensure you can confidently manipulate expressions such as the position vector equation
r = a + t b
and use it to find intersection points or perpendicular distances.
始终占据较大权重的核心领域包括函数（绝对值、复合、反函数）、微积分（多项式和三角函数的求导与积分）、直线运动学、二项式展开以及三角方程。向量已经成为一个高优先级主题，你绝不能把它当作附加内容。要确保能熟练处理位置向量方程
r = a + t b
并利用它求交点或垂直距离。
9. Study Strategies for Year 10 Students | 十年级学生的学习策略
Build your algebra and coordinate geometry foundations early. Use active recall for identities such as
sin²θ + cos²θ = 1
and the quadratic formula
x = [ −b ± √b² − 4ac ] / 2a
Mix topical worksheets with full mock papers under timed conditions; this builds the mental stamina required for two consecutive two‑hour exams. Form study groups to discuss modelling problems, as explaining your reasoning aloud reinforces deeper understanding.
尽早打好代数和坐标几何的基础。对恒等式
sin²θ + cos²θ = 1
和二次公式
x = [ −b ± √b² − 4ac ] / 2a
运用主动回忆法。将主题练习卷与完整的计时模拟卷结合起来，这样可以培养应对连续两场两小时考试所需的心理耐力。组建学习小组讨论建模问题，因为口头解释自己的推理过程能加深理解。
10. Common Mistakes and How to Avoid Them | 常见错误及避免方法
A recurrent error is premature rounding. Keep intermediate values to at least four significant figures or store them in the calculator memory. Another common slip is forgetting to specify the domain when writing an inverse function. In calculus, candidates often differentiate a product by simply multiplying the derivatives or lose the chain rule when dealing with composite functions like (3x − 5)⁴.
反复出现的错误是过早舍入。中间值至少保留四位有效数字，或将其存储在计算器内存中。另一个常见疏漏是在写反函数时忘记指定定义域。在微积分中，考生经常只是将导数相乘来求积的导数，或在处理如 (3x − 5)⁴ 的复合函数时遗漏链式法则。
11. Resources and Revision Aids | 资源与复习辅助材料
Start with the official CAIE 0606 syllabus document and the 2026 specimen papers. High‑quality textbooks aligned to the 2025–2027 syllabus, such as the Cambridge IGCSE Additional Mathematics titles by Hodder or Oxford, are essential. Online platforms like TutorHao offer structured revision notes, topical question banks, and predicted papers that reflect the 2026 exam trends, helping you focus your revision efficiently.
从官方 CAIE 0606 考纲文件和 2026 年样卷入手。与 2025–2027 考纲匹配的高质量教科书，如 Hodder 或牛津出版的 Cambridge IGCSE Additional Mathematics，是必不可少的。像 TutorHao 这样的在线平台提供结构化的复习笔记、主题题库以及反映 2026 年考试趋势的预测卷，帮助你高效聚焦复习重点。
12. Looking Ahead: Future Trends Beyond 2026 | 展望未来：2026 年之后的趋势
The direction of travel is clear: greater integration of technology, modelling, and data interpretation. While current papers do not require graphing calculator programming or spreadsheets, future syllabuses may introduce elements of computational thinking. Developing a flexible, conceptual understanding now will not only secure a strong grade in 2026 but also provide a smooth transition to A Level Further Mathematics.
发展方向十分清晰：技术、建模和数据解读将更加深度融合。虽然当前的试卷不要求图形计算器编程或电子表格，但未来的考纲可能会引入计算思维的要素。现在培养灵活、概念性的理解，不仅能确保在 2026 年取得优异成绩，还能为过渡到 A Level 进阶数学提供平滑的衔接。
Published by TutorHao | CAIE Additional Mathematics Revision Series | aleveler.com
更多咨询请联系16621398022（同微信）
或截图后用「扫一扫 → 相册」选择本图