Pancyprian Core Math

Mathematics examinations at this level in Cyprus are set and administered by the national examining authority, and results feed into the school-leaving and admission process. The examining body's own site is the only authoritative source for the syllabus, the current format and the administrative rules. Treat any third-party summary, including this page, as a study aid only.

Those figures change between examination sessions and are set by the examining authority, so they are not stated here. The official body publishes the current question count, time allowance and paper structure for each session. Check its site before you build a timed practice plan, and use past-paper timings as a rough guide rather than a guarantee.

The passing threshold, the weighting of the sections and the grade boundaries are determined by the examining authority for each session and are not fixed values you can memorise. The official body publishes the current arrangements. Rather than aiming at a number, aim at full method marks on constructed-response items, because partial credit is where most candidates gain or lose their grade.

The individual techniques are all standard secondary mathematics; difficulty comes from breadth and from switching domains without warning. Multiple-choice items reward speed, but constructed-response items demand clear, ordered working, and a correct final answer with missing justification loses marks. Candidates who have only drilled one topic tend to run out of time in the mixed sections.

Retake rules depend on whether you are sitting as a school candidate or a private candidate, and they are set by the examining authority, not by the school alone. The official body publishes the current retake policy, registration deadlines and any limits. Ask early, because registration windows close well before the examination date.

Start with algebra and functions, since manipulation skills underpin trigonometry, calculus and much of the problem-solving section. Then take geometry and measurement, followed by trigonometry as an extension of both. Statistics and probability can be studied in parallel because it is largely self-contained. Leave calculus until your algebra is secure, and reserve reasoning and problem-solving for mixed practice once every topic has been covered once.

The usual causes are unshown working, unexplained conclusions, premature rounding, and answers given without units. Examiners award method marks, so a correct answer with no reasoning is fragile, while a small arithmetic slip inside a fully shown method still earns most of the credit. Write the formula, substitute, then compute, and state the final answer in a sentence.

Use them in two phases. Early on, work papers untimed and topic by topic to expose gaps and build your own formula sheet. In the final weeks, sit full papers under strict time, then mark them against the method steps rather than just the answer key. Keep an error log by topic so your revision targets the domains where you actually lose marks.

Calculator rules, permitted models and any restrictions on graphical or programmable devices are set by the examining authority for each session and are published with the examination regulations. Confirm the current rule before the examination day, and practise with exactly the model you will bring, since familiarity with your own calculator saves real time on trigonometry and statistics items.

No. This is an independent study resource written to help candidates organise their revision; it is not produced, endorsed or reviewed by the examining authority and makes no claim of official affiliation. Always verify syllabus content, format, dates, fees and regulations directly with the official body before relying on them.