Part-66 Module 1 questions test the mathematics every licensed engineer uses on the hangar floor: converting units, working out percentages and ratios, rearranging a formula and reading a graph. It is usually the first module people sit and one of the shortest. This page explains how long the Module 1 paper is for each licence category under EASA and UK CAA rules, what every sub-module covers, where candidates lose marks, and how to prepare with free exam-style papers.
Part-66 Prep is an independent study aid, not an authority or a Part-147 organisation. The syllabus comes from Appendix I and the exam standard from Appendix II to Part-66 in Regulation (EU) No 1321/2014 for EASA licences, and in the retained UK Part-66 on legislation.gov.uk for UK licences. For how Module 1 fits with the other sixteen, see the Part-66 modules guide.
Part-66 Module 1 paper size by category
Every category sits Module 1, but not at the same length. All papers are three-option multiple choice with one correct answer, about 75 seconds a question and a 75% pass mark.
| Category | EASA questions / time | UK CAA questions / time | Marks needed to pass |
|---|---|---|---|
| A (A1 to A4) | 16 / 20 min | 16 / 20 min | 12 |
| B1.1, B1.2, B1.3 | 32 / 40 min | 32 / 40 min | 24 |
| B2 | 32 / 40 min | 32 / 40 min | 24 |
| B2L | 32 / 40 min | 32 / 40 min | 24 |
| B3 | 32 / 40 min | 28 / 35 min | 24 (EASA) / 21 (UK) |
So for most people the paper is the same in both systems. B3 is the exception: the retained UK Appendix II still has the shorter 28-question paper, while Regulation (EU) 2023/989 brought the EASA B3 paper up to the B1 length from 12 June 2024.
Key fact: On a 32-question paper you can drop eight marks and still pass. On the category A paper you can drop only four. Short papers punish careless slips, so accuracy matters more than speed.
How the questions are spread
EASA's acceptable means of compliance (AMC1 to Appendix II) suggests how many questions should come from each part of the syllabus. For the 32-question B paper it gives about 6 on arithmetic, 4 on simple algebraic expressions, 12 on equations, 3 on geometrical constructions, 4 on graphs and 3 on trigonometry. Category A gets about 6 on arithmetic, 5 on algebraic expressions and 5 on graphs. Exam setters may deviate from these figures, but the message is clear: for B candidates, equations are more than a third of the paper. Our timed Module 1 paper 1 for B1.1 follows this spread.
What Part-66 Module 1 mathematics covers
The syllabus has three sub-modules. Knowledge levels come from Appendix I: level 1 means familiarisation with the main elements, level 2 means a general working knowledge you can apply, level 3 means detailed knowledge. Category A works at level 1 on most of Module 1; B1, B2, B2L and B3 work at level 2 on most topics and level 1 on equations and constructions. Our free Module 1 arithmetic note sets out the levels in full.
1.1 Arithmetic
This is the base for every calculation in later modules. Expect:
- arithmetical terms and signs, order of operations
- multiplying and dividing fractions and decimals, converting between them
- factors and multiples, highest common factor and lowest common multiple
- weights, measures and conversion factors between units
- ratio and proportion, averages and percentages
- areas and volumes of simple shapes, squares, cubes, square roots and cube roots
Examiners like questions that look trivial but contain one trap: a unit that has to be converted first, a percentage of a percentage, or a ratio given the other way round. Appendix II says the wrong options in numerical questions must come from procedural errors, such as a correction applied in the wrong sense or a wrong unit conversion. In practice the most common mistake is always one of the three options.
Exam tip: Before you calculate, write the units next to every number. If the question gives millimetres and asks for metres, the answer you get by forgetting to convert will be sitting there as option A.
1.2 Algebra
Algebra is the heaviest part of the B paper. The syllabus splits it into:
- (a) Simple algebraic expressions: evaluating expressions, adding, subtracting, multiplying and dividing terms, brackets, simple fractions in algebra.
- (b) Equations (B only): linear equations and their solutions, simultaneous equations and second-degree equations with one unknown, indices and powers (including negative and fractional indices), binary and other numbering systems, and logarithms.
The things that cost marks are sign errors when moving a term across the equals sign, forgetting that a negative index means a reciprocal, and mixing up the rules for multiplying and dividing powers. Number systems overlap with Module 5: you should be able to convert between decimal, binary, octal and hexadecimal by hand. Logarithms at this level are about the basic laws (log of a product, quotient and power), not tables.
Our Module 1 algebra note works through each type, and the algebra drill (Pro) gives you fresh numbers on every attempt.
1.3 Geometry
Geometry covers:
- (a) Simple geometrical constructions (B only): bisecting lines and angles, constructing shapes with given dimensions.
- (b) Graphical representation: the nature and uses of graphs, reading a value off a graph, graphs of equations and functions, gradient and intercept.
- (c) Trigonometry (B only): sine, cosine and tangent in a right-angled triangle, simple trigonometric relationships, rectangular and polar coordinates.
Without a calculator, trigonometry questions are built so that you need only the standard ratios (for example the sine of 30 degrees is 0.5) or a ratio you can form from given sides. Graph questions often ask what the gradient represents, so think about units: the slope of a distance against time graph is speed. The geometry, graphs and trigonometry note covers all three parts.
A worked example: a percentage question
Here is the kind of reasoning Module 1 tests. A fuel tank holds 2,400 litres. The gauge shows it is 35% full. How much fuel must be added to bring it to 80%?
- The gap between the two levels is 80% minus 35%, which is 45% of the tank.
- 10% of 2,400 litres is 240 litres, so 40% is 960 litres and 5% is 120 litres.
- 45% is therefore 960 plus 120, which is 1,080 litres.
The procedural-error options are easy to predict. Someone who works out 80% of the tank (1,920 litres) and stops gives one wrong answer. Someone who works out 35% (840 litres) gives another. Breaking the percentage into 10% and 5% chunks is quicker and safer by hand than long multiplication.
Exam tip: Read the last line of the question again before you choose. Many wrong answers in Module 1 are correct answers to a slightly different question.
Calculators and the Module 1 exam
This is the question every Module 1 candidate asks, and the answer depends on where you sit the exam.
- CAA exam venues (UK): the CAA's aircraft maintenance licence examinations page lists what you may bring (a clear plastic pen, an eraser-tipped pencil and a sharpener) and bans electronic devices, watches and notes. Rough paper is supplied. Calculators are not on the approved list, and the page tells you to check your confirmation email for exam-specific items, as of October 2026.
- Part-147 organisations: each sets its own exam rules within its approval. Many run Module 1 without calculators. Ask before you book.
- EASA member state authorities: check with the authority or exam centre.
The safe plan is to prepare as if you will have no calculator at all. The syllabus does not need one: the questions are built around numbers you can handle on paper. Practise long multiplication and division, square roots of perfect squares, fraction arithmetic and powers of ten until they are automatic.
Building speed by hand
At 75 seconds a question you have time to work on paper, but not to work slowly. A few habits help:
- Learn the squares up to 15 and the cubes up to 5, and the common fraction and decimal pairs (one eighth is 0.125, three eighths is 0.375).
- Use powers of ten to keep numbers small: 0.004 times 3,000 is 4 times 3, which is 12.
- Estimate first. If the options are 1.2, 12 and 120, a rough estimate often picks the answer before you finish the sum.
- Check the options before you start a long calculation. Sometimes only one option has the right units or sign.
Work a full timed paper by hand at least once a week in the run-up to the exam, so the time limit stops feeling tight.
Which categories sit Module 1, and at what depth
Every category sits Module 1, and you can take it at any point. Most people sit it first, because Module 2 physics and Module 3 electrical fundamentals rely on the same skills: rearranging formulas, using powers of ten and converting units.
| Category | Paper | Depth |
|---|---|---|
| A | 16 questions | Arithmetic, simple algebraic expressions and graphs at level 1 or 2. No equations, constructions or trigonometry. |
| B1, B2, B2L | 32 questions | Full syllabus, mainly level 2. |
| B3 | 32 questions (EASA) or 28 (UK) | Full syllabus, mainly level 2. |
If you plan to go from category A to B1 later, sit the B-level paper from the start: an A pass does not count towards B1, while a B1 pass covers the A requirement. Practice papers for each category are on the category A Module 1 paper and the B1.1 paper linked above.
How our Module 1 practice works
The question bank behind this page has 326 original three-option Module 1 questions, 56 of them free. Each practice paper is built the same way as the real exam:
- three options, one correct, no negative marking
- 75 seconds per question and a 75% pass line
- choose EASA or UK CAA rules on the start screen, and the paper takes that length (this matters for B3)
- questions spread across 1.1, 1.2 and 1.3 in line with the AMC weighting
- calculation questions use templates, so the numbers change between papers and you cannot memorise answers
Every answer has an explanation, usually with why each wrong option is wrong. That matters in Module 1: knowing which procedural error leads to each distractor teaches you to spot the trap next time.
Free, without an account: paper 1 at full exam length, a 20-question quick practice with instant explanations, and a printable Module 1 sheet of 50 questions with an answer key, which you can save as a PDF. Neither EASA nor the CAA publishes past papers, so every question here is written for the app. Papers 2 to 10, the sub-module drills and all study notes come with Pro.
Common Module 1 mistakes
From the way the distractors are built, these are the errors to train out:
- Unit conversions skipped or applied the wrong way. Multiplying by 1,000 instead of dividing when going from millimetres to metres.
- Order of operations. Adding before multiplying in an expression without brackets.
- Percentage change. Working the percentage off the new value instead of the original.
- Inverse proportion treated as direct. More workers take less time, not more.
- Index rules. Adding indices when dividing, or forgetting that anything to the power zero is 1.
- Binary and hexadecimal. Reading place values from the wrong end.
- Trigonometry. Using sine where the sides given call for tangent.
Write each wrong answer you make in practice into a short list with the rule you broke. Review that list, not the whole syllabus, in the last week before the exam.
Your study plan
- Take the free B1.1 diagnostic (or the diagnostic for your category) to see where Module 1 sits against your other modules.
- Read the arithmetic note, then work through algebra and geometry, paying most attention to equations if you are a B candidate.
- Do the free quick practice without a calculator, then sit paper 1 under timed conditions.
- Use the printable sheet for practice on the bus or between college blocks.
- Book the exam when you score 85% or more on three different papers. Then move on to Module 2 physics and Module 3 electrical fundamentals, which use the same maths. If you are studying without a school, the Part-66 self-study guide and the exam format guide explain the rest of the process.
20 free Part-66 Module 1 Mathematics practice questions with answers
Try each one, then open the answer. For the timed experience use the free exam-style paper or the printable version.
1. Expand 3(2x − 4).
- A. 6x − 4
- B. 5x − 7
- C. 6x − 12
Show answer
C. 6x − 12
Every term inside the bracket is multiplied by 3: 3 × 2x = 6x and 3 × (−4) = −12.
2. The gradient of a curve at a particular point is found from:
- A. the chord from the origin
- B. the area under the curve
- C. the tangent drawn at that point
Show answer
C. the tangent drawn at that point
The slope of the tangent at a point gives the instantaneous rate of change there.
3. Five cylinder compression readings are 73, 79, 78, 72 and 75 psi. What is the mean reading?
- A. 94.2 psi
- B. 75.4 psi
- C. 60.4 psi
Show answer
B. 75.4 psi
Mean = sum of readings ÷ number of readings = (73 + 79 + 78 + 72 + 75) ÷ 5 = 75.4 psi.
4. What is 16^¼?
- A. 4
- B. 2
- C. 64
Show answer
B. 2
The index ¼ means the fourth root: 2 × 2 × 2 × 2 = 16, so 16^¼ = 2.
5. What is the y-intercept of the line 2y = 6x + 8?
- A. 8
- B. 3
- C. 4
Show answer
C. 4
Divide by 2 to get y = 3x + 4, so c = 4.
6. What is the lowest common multiple (LCM) of 6 and 8?
- A. 48
- B. 24
- C. 2
Show answer
B. 24
Multiples of 6: 6, 12, 18, 24…; of 8: 8, 16, 24… The smallest in both lists is 24. The LCM is used as the least common denominator.
7. Evaluate 20 − 6 + 4.
- A. 10
- B. 30
- C. 18
Show answer
C. 18
Addition and subtraction are carried out left to right in one sweep: 20 − 6 = 14, 14 + 4 = 18.
8. A graph of output against input for a device shows a straight line that levels off at high input. The levelled region indicates:
- A. complete failure of the device
- B. an inverse relationship
- C. saturation (no further output gain)
Show answer
C. saturation (no further output gain)
When the curve flattens, the gradient approaches zero: increasing the input no longer increases the output (e.g. magnetic saturation).
9. A hole is to be reamed to 0.763 in and drilled 1/64 in undersize first. Which drill should be used?
- A. 3/4 in
- B. 49/64 in
- C. 25/32 in
Show answer
A. 3/4 in
0.763 × 64 = 48.8 ≈ 49, so the finished size is 49/64 in. Subtracting 1/64 gives 48/64 = 3/4 in.
10. Solve the simultaneous equations 2x + 3y = 34 and x + y = 13. What is y?
- A. 5
- B. 21
- C. 8
Show answer
C. 8
Multiply the second equation by 2: 2x + 2y = 2 × 13. Subtract from the first: y = 34 − 2 × 13 = 8.
11. A right angle can be laid out without a square by marking a triangle with sides in the ratio:
- A. 1 : 2 : 3
- B. 3 : 4 : 5
- C. 2 : 3 : 4
Show answer
B. 3 : 4 : 5
3² + 4² = 5², so a triangle with sides 3, 4 and 5 units must contain a right angle (converse of Pythagoras).
12. A triangular gusset has a base of 19 cm and a perpendicular height of 21 cm. What is its area?
- A. 399 cm²
- B. 199.5 cm²
- C. 20 cm²
Show answer
B. 199.5 cm²
Area of a triangle = ½ × base × height = 0.5 × 19 × 21 = 199.5 cm².
13. If m = 3, n = −2, what is the value of m² n?
- A. −18
- B. 36
- C. 12
Show answer
A. −18
m² n = 9 × (−2) = −18. Only m is squared.
14. On a combination square, which head is used to find the centre of a round bar?
- A. Stock head
- B. Protractor head
- C. Centre head
Show answer
C. Centre head
The centre head uses one side of the blade as the bisector of a 90° V; two lines scribed about 90° apart cross at the centre of the shaft.
15. A bolt grip length is 4 in. What is this in millimetres? (1 in = 25.4 mm)
- A. 101.6 mm
- B. 0.16 mm
- C. 10.16 mm
Show answer
A. 101.6 mm
4 in × 25.4 mm/in = 101.6 mm.
16. Using CT = 1/(1/C1 + 1/C2 + 1/C3), find CT for C1 = 0.1 µF, C2 = 0.015 µF, C3 = 0.05 µF.
- A. 0.165 µF
- B. 96.7 µF
- C. 0.0103 µF
Show answer
C. 0.0103 µF
1/0.1 + 1/0.015 + 1/0.05 = 10 + 66.67 + 20 = 96.67; CT = 1/96.67 ≈ 0.0103 µF.
17. The perpendicular bisector of a line segment is the line that:
- A. joins its ends by an arc
- B. divides it in the ratio 1:2
- C. passes through its midpoint at 90°
Show answer
C. passes through its midpoint at 90°
A perpendicular bisector cuts the segment into two equal halves and meets it at a right angle. Every point on it is equidistant from both ends.
18. What is 4.1 × 10^4 written in ordinary (standard) notation?
- A. 410000
- B. 41000
- C. 4100
Show answer
B. 41000
Move the decimal point 4 places to the right: 4.1 × 10^4 = 41000.
19. Solve 3N = 21.
- A. N = 63
- B. N = 7
- C. N = 18
Show answer
B. N = 7
Divide both sides by 3: N = 21 ÷ 3 = 7.
20. Two straight lines on the same axes are parallel when they have:
- A. the same y-intercept
- B. the same gradient
- C. gradients that multiply to −1
Show answer
B. the same gradient
Parallel lines never meet, which requires equal gradients (different intercepts).
Frequently asked questions
+How many questions are in Part-66 Module 1?
Category A sits 16 questions in 20 minutes. B1, B2 and B2L sit 32 questions in 40 minutes under both EASA and UK CAA rules. B3 sits 32 questions under EASA rules and 28 questions in 35 minutes under UK CAA rules.
+Can you use a calculator in the Part-66 Module 1 exam?
Usually not. The CAA's exam rules ban electronic devices in the exam room, and many Part-147 organisations also run Module 1 without calculators. Ask your exam centre before you book and practise every topic by hand.
+What is the pass mark for Module 1?
75%, as for every Part-66 module. That is 24 correct answers out of 32 for B1 and B2, or 12 out of 16 for category A. There is no negative marking, so answer every question.
+Is Module 1 maths hard?
The maths itself is roughly school level, but the paper is short, so three or four slips can take you under 75%. People who have not done maths for years usually find algebra, logarithms and number systems the hardest parts. Regular timed practice without a calculator fixes most of it.
+What topics are in Module 1 mathematics?
Three sub-modules: 1.1 arithmetic, 1.2 algebra and 1.3 geometry. B category candidates also get equations, simple geometrical constructions and trigonometry, which category A does not sit.
+How long should I study for Module 1?
It depends on your starting point; there is no official figure. Someone comfortable with maths may need a couple of weeks of evening practice, while someone returning after a long break may want six weeks or more. Book when you score well on several full timed papers.
+Is Module 1 the same for EASA and UK CAA?
Almost. The syllabus topics are the same and the paper sizes match for A, B1, B2 and B2L. The only difference is B3, which is 32 questions under EASA rules and 28 under UK CAA rules.
+Do category A and B1 sit the same Module 1 paper?
No. Category A sits a 16-question paper at a lower knowledge level and skips equations, geometrical constructions and trigonometry. B1 sits the 32-question paper. A B1 pass covers the category A requirement, but an A pass does not cover B1.
Study offline on your phone too
The Part-66 Prep: EASA & UK CAA app has the same questions plus a module board, essay coach, units drill and an attempt tracker for resit dates.
Keep reading
- Part-66 Modules 1 to 17: The Complete GuideAll 17 Part-66 modules explained: what each covers, which categories sit it, EASA and UK CAA question counts and times, and free practice papers.
- Part-66 Module 2 Physics Questions and Practice PaperPart-66 Module 2 physics questions with a free timed paper: EASA and UK paper sizes, every sub-module from statics to sound, and the formulas to learn.
- Part-66 Module 3 Electrical Fundamentals QuestionsPart-66 Module 3 questions explained: paper sizes for A, B1, B2 and B3, all 18 electrical sub-modules, common traps and a free timed practice paper.
- Part-66 Exam Format: Questions, Timing and the 75% Pass MarkHow many questions are in Part-66 exams, how long you get, the 75% pass mark, three-option format, partial exams and calculators, under EASA and UK rules.
- Self-Studying for Part-66: A Practical PlanSelf study for Part-66: who it suits, how it changes the experience you need, materials, a weekly plan, where to sit exams and when you are ready.