JAMB Mathematics Syllabus 2026: Complete Guide for Over 90% Performance

Are you preparing for the Unified Tertiary Matriculation Examination (UTME)? Then you are in the right place. This post is all about the JAMB Mathematics Syllabus. The main goal of this syllabus is to get candidates ready for the Board’s examination. Mathematics is a very important subject. It helps you learn how to solve problems in real life. It also helps you think clearly and use logic.

This guide uses simple English. It breaks down the hard topics into easy parts. We want you to understand exactly what to study. The JAMB Mathematics Syllabus is divided into five main sections. These sections cover numbers, algebra, shapes, calculus, and statistics. By following this guide, you will know what topics to read. You will also know what math skills you need to have.

The JAMB Mathematics Syllabus is designed to test four main things. First, it tests your ability to calculate numbers. Second, it checks your logical reasoning skills. Third, it looks at how well you can read graphs and diagrams. Finally, it tests how you use math to solve daily problems. The syllabus has five big parts: Number and Numeration, Algebra, Geometry and Trigonometry, Calculus, and Statistics.

Overview of the JAMB Mathematics Syllabus

Section	Topic Name	What You Will Learn
I	Number and Numeration	Bases, fractions, decimals, percentages, indices, and sets.
II	Algebra	Polynomials, equations, variations, inequalities, and matrices.
III	Geometry & Trigonometry	Shapes, angles, circles, coordinate geometry, and bearings.
IV	Calculus	Differentiation, integration, and rates of change.
V	Statistics	Mean, median, probability, and charts.

List of Topics of JAMB Mathematics Syllabus for 2026

Section I: Number and Numeration

1. Number Bases
2. Fractions, Decimals, and Approximations
3. Percentages
4. Ratio and Proportion
5. Indices
6. Logarithms
7. Surds
8. Sets

Section II: Algebra

9. Polynomials
10. Variation (Direct, Inverse, Joint, Partial)
11. Inequalities (Linear and Quadratic)
12. Progression (Arithmetic and Geometric)
13. Binary Operations
14. Matrices and Determinants

Section III: Geometry and Trigonometry

15. Euclidean Geometry (Angles, Lines, Polygons, Circles)
16. Mensuration (2D and 3D Shapes)
17. Loci
18. Coordinate Geometry
19. Trigonometry (Ratios, Angles of Elevation/Depression, Bearings)

Section IV: Calculus

20. Differentiation
21. Application of Differentiation (Rates of Change, Maxima/Minima)
22. Integration
23. Application of Integration (Area under a Curve)

Section V: Statistics

24. Representation of Data (Tables, Charts, Graphs)
25. Measures of Location (Mean, Median, Mode)
26. Measures of Dispersion (Range, Variance, Standard Deviation)
27. Permutation and Combination
28. Probability

Section I: Number and Numeration

The first part of the JAMB Mathematics Syllabus is about numbers. This is the foundation of math. You need to know how to handle different types of numbers.

Number Bases

Number bases are very important. The syllabus says you must know how to do operations in bases from 2 to 10. This means you should be able to add, subtract, multiply, and divide in these bases.

• Conversion: You need to change a number from one base to another.
• Fractions: Sometimes, the numbers will have fractional parts. You must know how to convert those too.
• Basic Operations: Candidates should be able to perform the four basic operations (multiplication, addition, subtraction, division) using these bases.

Fractions, Decimals, Approximations, and Percentages

This topic is used in daily life. The JAMB Mathematics Syllabus wants you to be good at fractions and decimals.

• Operations: You must be able to add, subtract, divide, and multiply fractions and decimals.
• Significant Figures: You should know how to write numbers to a specific number of significant figures.
• Decimal Places: You also need to know how to shorten numbers to specific decimal places.
• Percentage Errors: Sometimes measurements are not perfect. You need to calculate percentage errors.
• Money Math: This includes simple interest, profit, and loss percent. You should be able to calculate how much money is made or lost.
• Shares and VAT: You will also solve problems about shares and Value Added Tax (VAT).
• Ratio and Proportion: You must understand ratios, rates, and proportions.

Indices, Logarithms, and Surds

These are special ways to write numbers.

• Indices: You need to know the laws of indices and use them in calculations.
• Standard Form: You must be able to write large or small numbers in standard form.
• Logarithms: The syllabus requires you to know the laws of logarithms. You should be able to find the logarithm of any positive number. Also, you must use logarithms to solve problems.
• Change of Bases: You need to know how to change bases in logarithms.
• Surds: You must know how to simplify and rationalize surds. You should also be able to do basic math operations with surds.

Sets

Sets are groups of things. The JAMB Mathematics Syllabus lists specific things you must know about sets.

• Types of Sets: You need to identify the empty set, universal set, and subsets. You must also know about finite, infinite, and disjoint sets.
• Algebra of Sets: You should be able to solve problems involving the cardinality of sets.
• Venn Diagrams: You must use Venn diagrams to solve problems. These problems will involve up to 3 sets.

Section II: Algebra

The second section of the JAMB Mathematics Syllabus is Algebra. This section deals with letters and symbols used to represent numbers.

Polynomials

Polynomials are algebraic expressions.

• Formulas: You must be able to change the subject of a formula. This means rearranging an equation to find a specific variable.
• Theorems: You need to apply the factor and remainder theorems. This helps you factorize expressions.
• Factorization: You should be able to factorize polynomials. The degree of these polynomials will not be more than 3.
• Multiplication and Division: You must know how to multiply and divide polynomials.
• Roots: You need to find the roots of polynomials. Again, the degree will not exceed 3.
• Simultaneous Equations: You will solve equations together. This includes one linear equation and one quadratic equation.
• Graphs: You must be able to read graphs of polynomials. You will use these graphs to find maximum and minimum values.

Variation

Variation shows how things change together.

• Types of Variation: You need to solve problems on direct, inverse, joint, and partial variations.
• Percentages: You should also solve problems about percentage increase and decrease in variation.

Inequalities

Inequalities are like equations, but they use “greater than” or “less than.”

• Linear Inequalities: You need to find analytical and graphical solutions for linear inequalities.
• Quadratic Inequalities: You should solve quadratic inequalities that have integral roots only.
• Graphs: Candidates must be able to interpret graphs of inequalities.

Progression

This topic is about number patterns.

• Arithmetic and Geometric Progressions (A.P. and G.P.): You need to find the “nth” term of a progression.
• Sums: You must calculate the sum of an A.P. and a G.P.
• Infinity: For Geometric Progressions, you need to find the sum to infinity.

Binary Operations

This is about how numbers interact under specific rules.

• Properties: You need to solve problems involving closure, commutativity, associativity, and distributivity.
• Elements: You must solve problems involving identity and inverse elements. Note that the syllabus says “simple cases only”.

Matrices and Determinants

Matrices are blocks of numbers.

• Algebra: You should perform basic operations like addition, subtraction, multiplication, and division on matrices. The size will not exceed 3×3.
• Determinants: You need to calculate determinants of matrices up to 3×3.
• Inverses: You must compute the inverses of 2×2 matrices.

Section III: Geometry and Trigonometry

Geometry and Trigonometry make up the third part of the JAMB Mathematics Syllabus. This part is all about shapes, lines, angles, and measuring the earth.

Euclidean Geometry

This is the study of flat shapes and lines.

• Angles and Lines: You must be able to identify different types of lines and angles.
• Polygons: You need to solve problems involving triangles, quadrilaterals, and other polygons.
• Circles: You should calculate angles using circle theorems. This includes angle properties, cyclic quadrilaterals, and intersecting chords.
• Construction: You must identify how to construct special angles like 30°, 45°, 60°, 75°, and 90°.

Mensuration

Mensuration is about measuring shapes.

• 2D Shapes: You need to calculate the perimeters and areas of triangles, quadrilaterals, and circles. You will also work with composite figures.
• Circles: You must find the length of an arc and the length of a chord. You also need to find the perimeters and areas of sectors and segments.
• 3D Solids: You need to calculate total surface areas and volumes. The shapes include cuboids, cylinders, cones, pyramids, prisms, and spheres.
• The Earth: You should view the earth as a sphere. You need to determine the distance between two points on the earth’s surface using longitudes and latitudes.

Loci

Loci is about the path of a moving point.

• 2 Dimensions: You need to identify and interpret loci in 2 dimensions.
• Geometric Principles: This relates to parallel lines, perpendicular bisectors, angle bisectors, and circles.

Coordinate Geometry

This combines algebra and geometry using graphs.

• Lines: You must determine the midpoint and gradient of a line segment.
• Distance: You need to find the distance between two points.
• Parallel and Perpendicular: You should identify the conditions for lines to be parallel or perpendicular.
• Equations: You must find the equation of a straight line. You should know different forms like the two-point form, point-slope form, slope-intercept form, and the general form.

Trigonometry

Trigonometry is about triangles and angles.

• Ratios: You need to calculate the sine, cosine, and tangent of angles. This applies to angles between -360° and 360°.
• Special Angles: You should use special angles like 30°, 45°, 60°, 75°, 90°, 105°, and 135° to solve simple problems.
• Elevation and Depression: You must solve problems involving angles of elevation and depression.
• Bearings: You need to solve problems involving bearings.
• Triangles: You should apply trigonometric formulae to find the areas of triangles.
• Graphs: You must solve problems involving sine and cosine graphs.
• Formulae: You need to use the sine and cosine formulae to solve triangles.

Section IV: Calculus

Calculus is the fourth section of the JAMB Mathematics Syllabus. It deals with how things change.

Differentiation

Differentiation is about finding rates of change.

• Limits: First, you must be able to find the limit of a function.
• Differentiation: You need to differentiate explicit algebraic functions. You also need to differentiate simple trigonometrical functions like sine, cosine, and tangent.

Application of Differentiation

After learning how to differentiate, you must use it to solve problems.

• Rate of Change: You should solve problems involving the application of rate of change.
• Maxima and Minima: You need to solve problems involving maximum and minimum values.

Integration

Integration is the reverse of differentiation.

• Basic Integration: You must solve problems of integration involving algebraic and simple trigonometric functions.
• Area: You need to calculate the area under a curve. The syllabus notes that this will be for simple cases only.

Section V: Statistics

The final section of the JAMB Mathematics Syllabus is Statistics. This part helps you understand data and chance.

Representation of Data

You need to know how to show data clearly.

• Frequency Distribution: You must identify and interpret frequency distribution tables.
• Charts: You need to interpret information on histograms, bar charts, and pie charts.

Measures of Location

This helps you find the “center” of the data.

• Averages: You must calculate the mean, mode, and median. This applies to both ungrouped and grouped data, but only for simple cases.
• Cumulative Frequency: You need to use an ogive (a type of graph) to find the median, quartiles, and percentiles.

Measures of Dispersion

This tells you how spread out the data is.

• Calculations: You must calculate the range, mean deviation, variance, and standard deviation.
• Data Types: You need to do this for both ungrouped and grouped data.

Permutation and Combination

This is about counting and arranging things.

• Arrangements: You need to solve simple problems involving permutation and combination.
• Types: This includes linear and circular arrangements. It also includes arrangements involving repeated objects.

Probability

Probability is the study of chance.

• Experimental: You should understand experimental probability, like tossing a coin or throwing a dice.
• Calculations: You need to solve simple problems in probability.
• Rules: This includes the addition and multiplication of probabilities. You must understand mutual and independent cases.

Recommended Texts for the JAMB Mathematics Syllabus

To study the JAMB Mathematics Syllabus well, you need good books. The syllabus recommends several textbooks. These books cover the topics listed above. Here is the list of recommended texts:

1. Adelodun A. A. (2000): Distinction in Mathematics: Comprehensive Revision Text (3rd Edition). Ado-Ekiti: FNPL.
2. Anyebe, J. A. B. (1998): Basic Mathematics for Senior Secondary Schools and Remedial Students in Higher Institutions. Lagos: Kenny Moore.
3. Channon, J. B. & Smith, A. M. (2001): New General Mathematics for West Africa SSS 1 to 3. Lagos: Longman.
4. David Osuagwu, M. et al. (2000): New School Mathematics for Senior Secondary Schools. Onitsha: Africana FIRST Publishers.
5. Egbe, E. et al (2000): Further Mathematics. Onitsha: Africana – FIRST Publishers.
6. Ibude, S. O. et al. (2003): Algebra and Calculus for Schools and Colleges. LINCEL Publishers.
7. Tuttuh Adegun M. R. et al. (1997): Further Mathematics Project Books 1 to 3. Ibadan: NPS Educational.
8. Wisdomline Pass at Once JAMB.

How to Use This Guide

Now that you have the full JAMB Mathematics Syllabus, what should you do next? First, look at the objectives we listed for each section. These objectives tell you exactly what you need to be able to do. For example, in the Number Bases section, do not just read about bases. Practice converting them. Practice adding them.

Next, use the recommended books. Find the chapters that match the syllabus topics. If the syllabus says “integration of simple trigonometric functions”, go to your textbook and solve problems on that specific topic.

Also, remember the general objectives of the syllabus. The goal is not just to pass. The goal is to develop precise, logical and formal reasoning skills. When you study geometry, think about how to interpret the diagrams deductively. When you study statistics, think about how to apply the concepts to resolve issues in daily living.

Finally, practice is key. The syllabus aims to help you acquire computational and manipulative skills. You can only get these skills by solving many questions. Start with the basics like Number and Numeration. Then move to Algebra. Do not skip Calculus or Statistics, as they are distinct sections.

By following this JAMB Mathematics Syllabus guide, you will be well prepared. You will know what to expect in the exam. You will know which areas to focus on. Good luck with your studies.

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