ORT Mathematics

Every item is multiple choice: a stem followed by several options, exactly one of which is correct. There is no partial credit and no choice of questions, so a single misread word can cost a full mark. Expect a mix of short computational items and longer multi-step problems built around a realistic scenario.

Those figures are set by the organisation that administers the test and can change between sittings, so read them on its official website before you register. Any number quoted in a forum or a commercial prep book may be out of date. Once you have the official figure, use it to calibrate your practice timings.

The arithmetic is rarely hard; the difficulty lies in the reading and the sequencing. Candidates who are fluent in routine algebra often lose marks on items that require translating a paragraph into equations or checking a result against a stated constraint. Practise unfamiliar contexts rather than harder numbers.

There is no single universal cut-off. The administering body reports scores, and each receiving institution or programme sets its own requirement, sometimes per faculty and sometimes per intake year. Look up the specific requirement for the place you are applying to; a generic 'passing score' found online is usually meaningless.

Retake rules belong to the administering organisation, not to the exam content, and they vary by session and by country. Check the official regulations for how many attempts are permitted and how long a result stays valid. Do not assume a retake is automatic or that a better score replaces the earlier one.

Start with Algebra and Functions, because it feeds the modelling items. Move next to Mathematical Modelling and Reasoning, where you practise turning words into equations and checking answers against constraints. Then Geometry and Measurement, then Statistics and Probability. Keep Number and Quantity as short, frequent warm-ups rather than a separate block.

Four recurring ones: answering a related quantity instead of the one the stem asks for (a rate rather than a total), rounding in the middle of a calculation, missing 'NOT' or 'EXCEPT', and sinking six minutes into one hard item while three easy ones sit untouched. All four are fixed by habit, not by extra knowledge.

Calculator rules are set by whoever runs the sitting and are often stricter than school practice, so confirm the current rule in the official regulations. Prepare anyway for arithmetic by hand, including fractions, percentages, squares and simple roots, because the reasoning items rarely depend on heavy computation.

Eight to ten weeks of two or three short sessions a week is enough for most candidates who already have secondary-school mathematics. Spend the first fortnight on diagnosis: take one full paper untimed, mark it by domain, and let the leak points set your schedule instead of starting at chapter one of a textbook.