JSS 2 MATHEMATICS Scheme of Work

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Embarking on a new session of JSS 2 mathematics requires a clear understanding of the curriculum to ensure success. 

Whether you’re guiding learners through mathematical concepts or exploring them for yourself, a well-structured scheme of work is essential. 

This article provides a comprehensive outline of the JSS 2 mathematics scheme of work for Nigeria, covering all three trimesters. 

It provides a detailed breakdown of topics, subtopics, and recommended textbooks to support effective teaching and learning. 

Use this resource to stay organized, focused, and confident in your mathematics journey 

JSS 2 MATHEMATICS Scheme of Work

JSS 2 MATHEMATICS First Term Scheme of Work

Week 1: Whole numbers 1

  • Place value and face value for large numbers
  • Reading and writing whole numbers in standard form
  • Ordering whole numbers

Week 2: Whole numbers 2

  • Addition and subtraction of whole numbers
  • Estimation and approximation in addition and subtraction
  • Word problems involving addition and subtraction

Week 3: Whole numbers 3

  • Multiplication of whole numbers
  • Division of whole numbers
  • Word problems involving multiplication and division

Week 4: Fraction, proportion, rate, and ratio

  • Definition and simplification of fractions
  • Equivalent fractions and comparison of fractions
  • Proportion, rate, and ratio problems

Week 5: Arithmetic in homes and offices

  • Simple and compound interest
  • Application of arithmetic in daily transactions
  • Calculating profit, loss, and discount

Week 6: Approximation

  • Rounding off to the nearest whole number, tens, hundreds
  • Approximation to decimal places and significant figures
  • Estimating results in calculations

Week 7: Mid-Term Break

Week 8: Multiplication and division of directed numbers

  • Concept of positive and negative numbers
  • Rules for multiplying and dividing directed numbers
  • Solving problems involving directed numbers

Week 9: Algebraic expressions 1

  • Introduction to algebraic expressions and terms
  • Simplifying algebraic expressions
  • Substitution in algebraic expressions

Week 10: Algebraic expressions 2

  • Addition and subtraction of algebraic expressions
  • Solving simple algebraic equations
  • Application of algebra in word problems

Week 11: Revision

Week 12: Examination

Week 13: Closing

JSS 2 MATHEMATICS Second Term Scheme of Work

Week 1: Algebraic expressions

  • Simplifying algebraic expressions
  • Substitution into algebraic expressions
  • Expanding brackets in expressions

Week 2: Simple equations

  • Solving simple linear equations
  • Equations with one variable
  • Word problems involving equations

Week 3: Linear inequalities

  • Introduction to inequalities
  • Solving linear inequalities in one variable
  • Graphical representation of inequalities on a number line

Week 4: Graphs

  • Plotting points on a Cartesian plane
  • Drawing graphs of linear equations
  • Interpretation of linear graphs

Week 5: Graphs

  • Graphs of direct and inverse variation
  • Graphs of simple quadratic equations
  • Finding the gradient of a straight-line graph

Week 6: Graphs

  • Solving simultaneous equations using graphs
  • Solving inequalities using graphs
  • Application of graphs in real-life situations

Week 7: Mid-Term Break

Week 8: Plane figures / shapes

  • Types and properties of plane figures
  • Perimeter of plane figures
  • Area of plane figures

Week 9: Plane figures / shapes

  • Construction of plane figures
  • Symmetry in plane figures
  • Introduction to polygons

Week 10: Plane figures / shapes

  • Properties of polygons
  • Regular and irregular polygons
  • Angle sum of polygons

Week 11: Revision

Week 12: Examination

Week 13: Closing

JSS 2 MATHEMATICS Third Term Scheme of Work

Week 1: Angles

  • Types of angles (acute, right, obtuse, etc.)
  • Angle measurement and notation
  • Angle properties of intersecting lines

Week 2: Angles

  • Angles in parallel lines and transversals
  • Alternate, corresponding, and co-interior angles
  • Solving problems involving parallel lines and angles

Week 3: Angles

  • Angles in polygons
  • Interior and exterior angles of polygons
  • Angle sum property of polygons

Week 4: Bearing

  • Introduction to bearing and compass directions
  • Measuring and drawing bearings
  • Solving problems involving bearings

Week 5: Construction

  • Constructing angles (30°, 45°, 60°, 90°)
  • Bisecting angles and line segments
  • Construction of perpendicular and parallel lines

Week 6: Data presentation

  • Introduction to data and types of data
  • Organizing data in frequency tables
  • Drawing and interpreting bar charts

Week 7: Mid-Term Break

Week 8: Data presentation (contd)

  • Drawing and interpreting pie charts
  • Drawing and interpreting histograms
  • Mean, median, and mode from data

Week 9: Probability

  • Introduction to probability
  • Probability of a single event
  • Experimental and theoretical probability

Week 10: Probability (contd)

  • Probability of combined events
  • Simple probability problems
  • Application of probability in real life

Week 11: Revision

Week 12: Examination

Week 13: Closing

JSS 2 Mathematics Recommended Textbooks

  1. New General Mathematics for Junior Secondary Schools 2 by M.F. Macrae, J.B. Channon, A. McLeish Smith, and G.P. Head
  2. Essential Mathematics for Junior Secondary Schools 2 by A.J.S. Oluwasanmi

RECAP

In JSS 2 Mathematics, the scheme of work is designed to take you through a well-rounded journey of foundational concepts that grow in complexity as the year progresses. 

Each term introduces you to key areas like whole numbers, algebraic expressions, and geometry, with a focus on problem-solving and real-life applications. 

The first term covers basics such as whole numbers, fractions, and algebra, while the second term delves deeper into algebra, equations, and graphs. 

By the third term, you get to explore more advanced topics like angles, bearings, and probability, preparing you for higher-level mathematical challenges. 

Each topic is carefully structured to build on the previous one, ensuring a solid mathematical foundation by the end of the academic year.

DISCLAIMER: Everything on this page is based on our research of what is obtainable for schools in all the states in the country, including government and some private schools. Schemes of work normally undergo a series of reviews and some schools modify them to suit their specific needs. 

While we do all our possible best to keep up with the latest and approved schemes of work in the country, check the specific template your school uses. For example, some private secondary schools integrate the British curriculum. If you teach in such schools, expect to see slight changes to what we offer on this page. If you have any questions or require personalised support, kindly feel free to contact us

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