Cambridge IGCSE Mathematics · 0580
Cambridge IGCSE Mathematics (0580) is the two-year maths course taught in Year 10 and Year 11 at British-curriculum schools in Qatar, examined in two papers at Core or Extended tier. Edunest pairs your child with an online tutor who knows both tiers and the non-calculator papers, and teaches one to one in Qatar time.
Since the 2025 syllabus, each tier has one paper without a calculator and one with, equal in length and weight. Lessons prepare your child for both.
What we cover
Every candidate studies the same nine areas, and Extended covers all of Core before going further in most of them.
Fractions, percentages, standard form, ratio, rates, estimation and bounds, with and without a calculator. Marks often slip on bounds and repeated percentage change. Extended adds reverse percentages, exponential growth and decay, and surds.
Standard form · Upper and lower bounds · Compound interest · Surds (Extended)
Expressions, linear and simultaneous equations, inequalities, sequences and graphs. Extended adds quadratics by factorising, completing the square and the formula, algebraic fractions, proportion, functions and differentiation. Slips in manipulation cost marks on every paper.
Sequences and the nth term · Quadratics (Extended) · Functions (Extended) · Differentiation (Extended)
Gradients, straight-line graphs, y = mx + c and parallel lines. Extended adds the length and midpoint of a segment and perpendicular lines. Questions often join this area to algebra.
y = mx + c · Perpendicular lines (Extended)
Angles, similarity, nets, constructions, scale drawings and bearings. When asked for reasons, Cambridge expects each angle justified with the correct property. Core uses two circle facts; Extended adds the full circle theorems, including the alternate segment theorem.
Bearings · Circle theorems (Extended)
Area, arcs and sectors, and the surface area and volume of prisms, cylinders, cones, pyramids and spheres. The harder formulas are printed on the paper; the skill lies in choosing one and keeping full accuracy.
Arcs and sectors · Surface area and volume · Compound shapes
Pythagoras' theorem, right-angled trigonometry, bearings, elevation and depression. Extended adds exact values, the graphs of sin, cos and tan, trigonometric equations, the sine and cosine rules with the ambiguous case, and problems in 3D.
Pythagoras' theorem · Sine and cosine rules (Extended) · Trigonometry in 3D (Extended)
Reflection, rotation, enlargement and translation, each described in full. Core reflects in vertical or horizontal lines and uses positive or fractional scale factors. Extended adds negative scale factors, combined transformations and vector geometry.
Enlargement · Translation by a vector · Vector geometry (Extended)
Single and combined events, relative and expected frequency, with sample spaces, Venn and tree diagrams, with or without replacement. Learners often multiply when they should add. Extended adds conditional probability.
Expected frequency · Tree diagrams · Conditional probability (Extended)
Charts, averages and range, stem-and-leaf and scatter diagrams, and comparing data sets in words. Extended adds grouped data, quartiles, cumulative frequency and histograms with frequency density.
Scatter diagrams · Cumulative frequency (Extended) · Histograms (Extended)
Older past papers may include linear programming or box-and-whisker plots, which left the syllabus in 2025. Tutors filter practice material to the current syllabus.
How lessons run
Every plan starts from the tier, the series and the time left. Lessons are live and online, one tutor with one learner, in Qatar time.
Step 1
The tutor learns about the school, the year, the tier and the target series, then sets a short diagnostic across the nine topic areas, with and without a calculator. It shows what is secure and where method marks are being lost.
Step 2
The plan counts back from the exam series: new topics in step with school, gaps closed in order of weight, revision before mocks and finals. You see it, and it moves as your child does.
Step 3
Your child writes on a shared whiteboard or tablet, so the tutor sees every line and corrects a method at the step where it slips. Each lesson ends with a few questions for the week.
Step 4
Near the series, lessons move to timed past papers: non-calculator practice for Paper 1 or 2, calculator practice for Paper 3 or 4. Every paper is marked the way Cambridge marks, method first.
Step 5
Parents get a short note after lessons, and a candid reading of progress before mocks and the school's entry decision, so choices about tier and timing rest on evidence.
Plans adjust around mocks, school holidays and Ramadan.
The exam
Every candidate sits two written papers at one tier, each worth 50%, and one paper per tier is taken without a calculator. All questions are compulsory, with working shown on the paper.
Exam board
Cambridge International Education · 0580
Part of Cambridge University Press & Assessment. The 2028 to 2030 syllabus keeps the same four papers.
| Paper | Tier | Duration | Marks | Weighting | Calculator |
|---|---|---|---|---|---|
| Paper 1 Non-calculator | Core | 1 hour 30 minutes | 80 | 50% | Not allowed |
All Core content except the topic on using a calculator. How a tutor helps The tutor builds quick, reliable written methods for fractions, percentages, standard form and ratio, and makes estimation a habit for checking answers, so exam time goes on the thinking. | |||||
| Paper 3 Calculator | Core | 1 hour 30 minutes | 80 | 50% | Scientific calculator required |
All Core content. Answers to 3 significant figures, angles to 1 decimal place, unless a question says otherwise. How a tutor helps Lessons build the habits that protect accuracy marks: full values kept in the calculator, rounding only at the end, and careful keying for powers, standard form and trigonometry. | |||||
| Paper 2 Non-calculator | Extended | 2 hours | 100 | 50% | Not allowed |
All Extended content except using a calculator, including surds and exact trigonometric values. How a tutor helps Extended non-calculator questions reward exact forms: surds, fractions, answers in terms of π and exact values of sin, cos and tan. The tutor practises these, and multi-step algebra by hand, until they come naturally. | |||||
| Paper 4 Calculator | Extended | 2 hours | 100 | 50% | Scientific calculator required |
All Extended content, often in long multi-part questions, with the Paper 3 accuracy rules. How a tutor helps Extended papers give more weight to reasoning and communication. The tutor practises planning a long question and setting out each step, so method marks are earned even when a final answer goes wrong. | |||||
All Core content except the topic on using a calculator.
How a tutor helps
The tutor builds quick, reliable written methods for fractions, percentages, standard form and ratio, and makes estimation a habit for checking answers, so exam time goes on the thinking.
All Core content. Answers to 3 significant figures, angles to 1 decimal place, unless a question says otherwise.
How a tutor helps
Lessons build the habits that protect accuracy marks: full values kept in the calculator, rounding only at the end, and careful keying for powers, standard form and trigonometry.
All Extended content except using a calculator, including surds and exact trigonometric values.
How a tutor helps
Extended non-calculator questions reward exact forms: surds, fractions, answers in terms of π and exact values of sin, cos and tan. The tutor practises these, and multi-step algebra by hand, until they come naturally.
All Extended content, often in long multi-part questions, with the Paper 3 accuracy rules.
How a tutor helps
Extended papers give more weight to reasoning and communication. The tutor practises planning a long question and setting out each step, so method marks are earned even when a final answer goes wrong.
Schools in Qatar enter learners for June or November; the March series is only for schools in India. Each school's exams officer confirms the timetable for its Cambridge administrative zone.
Core leads to grades C to G and Extended to A* to E; a result below G is ungraded. Cambridge notes that learners with A* to C are well prepared for AS & A Level Mathematics.
What we look for in a tutor
The standards a tutor meets before we match them with a 0580 learner.
A mathematics degree or equivalent depth, enough to explain why each method works and to handle the hardest Extended questions.
Both tiers of the 2025 to 2027 syllabus, the non-calculator papers, the formula list, and what changed from the previous syllabus.
IGCSE-level teaching and marking to Cambridge conventions: method and accuracy marks, required working, and follow-through after an early error.
Plain, patient English at the level of a 14 to 16 year old, with a check for understanding in every explanation.
A writing tablet or shared whiteboard, clearly handwritten steps, and good camera and sound for a focused lesson.
Identity and background checks, professional conduct with young learners, lessons parents can join, and regular short updates.
Common difficulties
Six sticking points come up again and again with Cambridge 0580.
Why it happens
Years of calculator use meet a paper, worth half the grade, that must be done by hand.
How a tutor helps
The tutor rebuilds written methods for fractions, percentages, standard form and surds, opens lessons with short timed drills, and makes estimation a habit for checking answers.
Why it happens
Rounding a middle value and reusing it pushes the final answer out of range, even when every method is right.
How a tutor helps
Your child learns to keep full values, round only at the end and give 3 significant figures, as Cambridge asks. Marked practice shows exactly where each mark went.
Why it happens
When a question asks for working, a correct answer alone cannot earn full marks.
How a tutor helps
The tutor models a clear layout for each type of question and marks like an examiner, so setting out steps becomes routine and method marks stay within reach.
Why it happens
Rearranging and factorising sit inside graph, geometry and trigonometry questions, so slow algebra costs time on every paper.
How a tutor helps
The tutor finds the step that breaks, whether signs, brackets or fractions, drills it in short varied sets, then brings it back inside mixed questions.
Why it happens
Functions, differentiation, surds and exact trigonometric values are demanding, and older revision guides may leave some of them out.
How a tutor helps
The tutor teaches them from the current syllabus, worked examples first, and checks that all practice material matches the 2025 to 2027 content.
Why it happens
The tier fixes the grades available, and the school makes the entry.
How a tutor helps
The tutor tests your child on Extended-level questions and gives you an evidence-based view of a realistic target before you speak with the school.
Questions learners and parents ask
Tell us the school year, the tier and the target series, and we will match a tutor who knows Cambridge 0580.