CSEC Mathematics past papers
3,173 questions from 48 CSEC Mathematics past papers, including 468 Paper 1 multiple-choice items. Browse by paper or by syllabus topic, then practise any question and get it marked against its mark scheme.
Papers
- 2022 · Paper 255 questions
- 2021 · Paper 257 questions
- May/June 2018 · Paper 259 questions
- January 2017 · Paper 135 items
- January 2017 · Paper 267 questions
- May/June 2017 · Paper 268 questions
- May/June 2016 · Paper 137 items
- January 2016 · Paper 263 questions
- May/June 2016 · Paper 259 questions
- May/June 2015 · Paper 139 items
- January 2015 · Paper 262 questions
- May/June 2015 · Paper 278 questions
- January 2014 · Paper 159 items
- January 2014 · Paper 269 questions
- May/June 2014 · Paper 271 questions
- January 2013 · Paper 159 items
- May/June 2013 · Paper 159 items
- January 2013 · Paper 266 questions
- May/June 2013 · Paper 267 questions
- May/June 2012 · Paper 160 items
- January 2012 · Paper 271 questions
- May/June 2012 · Paper 261 questions
- January 2011 · Paper 160 items
- May/June 2011 · Paper 160 items
- January 2011 · Paper 264 questions
- May/June 2011 · Paper 261 questions
- January 2010 · Paper 282 questions
- May/June 2010 · Paper 271 questions
- 2009 (second paper) · Paper 242 questions
- January 2009 · Paper 276 questions
- May/June 2009 · Paper 279 questions
- January 2008 · Paper 277 questions
- May/June 2008 · Paper 277 questions
- May/June 2008 · Paper 280 questions
- January 2007 · Paper 285 questions
- May/June 2007 · Paper 274 questions
- January 2006 · Paper 283 questions
- May/June 2006 · Paper 284 questions
- January 2005 · Paper 275 questions
- May/June 2005 · Paper 271 questions
- May/June 2005 · Paper 276 questions
- January 2004 · Paper 278 questions
- May/June 2004 · Paper 279 questions
- 2003 (Specimen) · Paper 288 questions
- CSEC Mathematics52 questions
- CSEC Mathematics53 questions
- CSEC Mathematics69 questions
- CSEC Mathematics54 questions
Questions by topic
Number Theory & Computation
NUMBER THEORY AND COMPUTATION
- Approximation 19
- Comparing Quantities 8
- Conversion of Fractions, Percents and Decimals 6
- Factors and Multiples 1
- Fractions and Percentages of a Quantity 17
- H.C.F. and L.C.M. 8
- Number Sequences and Rules 145
- Number Theory and Computation Problems 20
- Numerical Expressions 63
- Place Value and Bases 7
- Powers of Real Numbers 13
- Properties of Numbers and Operations 4
- Ratio and Proportion 14
- Scientific Notation 9
- Sets of Numbers 1
- Unit Conversions 7
Algebra
CONSUMER ARITHMETIC
- Appreciation and Depreciation 8
- Basic Business Calculations 16
- Compound Interest 2
- Consumer Arithmetic Applications 54
- Expressing Profit, Loss, Discount, Markup, Purchase Tax as Percentage 5
- Instalment Payments 14
- Measures and Money 16
- Percentage Profit and Loss 15
- Problem Solving with Prices and Discounts 19
- Simple Interest 19
SETS
MEASUREMENT
- Area of Plane Shapes 45
- Area of Sector of a Circle 11
- Area of Segment of a Circle 4
- Area of Triangle (Two Sides and Included Angle) 14
- Length of Arc 17
- Measurement Problems 40
- Perimeter of Plane Shapes 25
- Scales and Scale Drawings 36
- Surface Area of Solids 9
- Time, Distance and Speed Problems 31
- Unit Conversion (Length, Mass, Area, Volume, Capacity) 17
- Volume of Solids 42
STATISTICS
- Analysis of Statistical Diagrams 46
- Appropriate Average Use 2
- Class Features 20
- Cumulative Frequency Curve (Ogive) 18
- Experimental and Theoretical Probabilities 41
- Frequency Tables 30
- Measures of Central Tendency 49
- Measures of Dispersion 12
- Proportion/Percentage from Data 7
- Standard Deviation for Data Comparison 2
- Statistical Diagrams 19
- Statistical Inferences 11
ALGEBRA
- Binary Operations 12
- Changing the Subject of Formulae 22
- Completing the Square 18
- Direct and Inverse Variation 25
- Distributive Law for Factorisation and Expansion 16
- Factorising Algebraic Expressions 63
- Laws of Indices 13
- Proving Algebraic Identities 2
- Simplifying Algebraic Expressions 7
- Simplifying Algebraic Fractions 23
- Solving Linear Equations 27
- Solving Mixed Systems of Equations 13
- Solving Quadratic Equations Algebraically 22
- Solving Simple Linear Inequalities 22
- Solving Simultaneous Linear Equations 24
- Substitution in Algebraic Expressions 47
- Symbolic Representation 37
- Translation Between Algebraic and Worded Expressions 32
- Word Problems (Linear and Quadratic Equations/Inequalities) 20
RELATIONS, FUNCTIONS AND GRAPHS
- Axis of Symmetry and Max/Min Values (Quadratic Functions) 29
- Characteristics of Functions 5
- Composition of Functions 18
- Concepts of Relations 6
- Deriving Inverse Functions 22
- Distinguishing Relations and Functions 7
- Equation of a Straight Line 24
- Evaluating Functions at Given Values 52
- Function-Inverse Relationship 2
- Functional Notation 1
- Gradient of a Straight Line 25
- Graphical Solution of Simultaneous Linear Equations 4
- Graphs of Linear Functions 20
- Graphs of Linear Inequalities (Two Variables) 34
- Graphs of Non-Linear Functions 16
- Graphs of Quadratic Functions 28
- Intercepts of Linear Functions 14
- Interpreting Function Graphs 43
- Interpreting Quadratic Graphs 42
- Line Segment Properties 9
- Linear Programming 51
- Parallel and Perpendicular Lines 17
- Problem Solving with Graphs 10
- Representing Linear Inequalities (One Variable) 17
- Representing Relations 4
- Sketching Quadratic Graphs 1
GEOMETRY AND TRIGONOMETRY
- Applying Trigonometric Ratios 27
- Bearings Problems 60
- Combined Transformations 20
- Concepts of Geometry 6
- Constructing Lines, Angles, and Polygons 53
- Describing Transformations 56
- Drawing and Measuring Angles and Line Segments 40
- Geometric Problem Solving (Circles and Circle Theorems) 121
- Geometric Problem Solving (Lines, Angles, Polygons) 96
- Image and Object Location (Transformations) 71
- Pythagoras' Theorem 34
- Relating Physical World to Geometric Objects 14
- Relationships Between Object and Image (Transformations) 12
- Representing Translations with Vectors 12
- Sine and Cosine Rules 48
- Trigonometric Ratios (Acute Angles) 22
VECTORS AND MATRICES
- Concepts of Matrices 10
- Concepts of Vectors 1
- Determinant of a 2x2 Matrix 17
- Inverse of a 2x2 Matrix 24
- Magnitude of a Vector 12
- Matrix Operations 31
- Matrix Problem Solving 32
- Matrix Representation of Transformations 31
- Multiplicative Inverse of a Non-Singular Square Matrix 4
- Position Vectors 51
- Simplifying Vector Expressions 74
- Vector Geometry Problems 49