Mathematics Scheme Of Work For Junior Secondary School JSS2 In Nigeria (Govt Approved).

Scheme of work, generally speaking, involves planning the curriculum and organizing the topics to be taught throughout the academic year.

The scheme of work covers a range of topics and is designed to provide a comprehensive introduction to Mathematics subject for students at this level.

Below is a typical outline or scheme of work for Mathematics, designed to cover the course of one academic year (three terms) for junior secondary school JSS2 in Nigeria. Please note that this outline may vary and can be modified according to the specific needs of your school or curriculum:

Term 1:

1. Review of JSS1 Mathematics topics:
   • Integers and fractions
   • Basic operations (addition, subtraction, multiplication, and division)
   • Decimals and percentages
   • Algebraic expressions and equations
   • Geometric concepts (lines, angles, triangles, and quadrilaterals)
2. Ratio, Proportion, and Rate:
   • Understanding ratios and rates
   • Solving problems involving proportions
   • Applications of ratio and proportion in real-life situations
3. Statistics:
   • Data collection and presentation (frequency tables, bar graphs, and pie charts)
   • Measures of central tendency (mean, median, and mode)
   • Interpreting and analyzing data
4. Perimeter and Area:
   • Calculating perimeter and area of different shapes (rectangles, squares, triangles, and circles)
   • Solving problems involving perimeter and area

Term 2:

1. Fractions, Decimals, and Percentages:
   • Operations with fractions and mixed numbers
   • Converting between fractions, decimals, and percentages
   • Applications of fractions, decimals, and percentages in everyday situations
2. Algebra:
   • Solving simple equations
   • Simplifying expressions
   • Solving word problems using algebraic expressions
3. Geometry:
   • Properties of angles and polygons
   • Symmetry and transformations
   • Construction of basic geometric figures
4. Probability:
   • Understanding probability and its scale
   • Calculating probability of events
   • Solving probability problems

Term 3:

1. Mensuration:
   • Volume and surface area of basic 3D shapes (cubes, cuboids, and cylinders)
   • Practical applications of volume and surface area
2. Algebraic Manipulation:
   • Solving linear equations with variables on both sides
   • Factorization of algebraic expressions
   • Solving word problems involving algebraic equations
3. Trigonometry:
   • Introduction to trigonometric ratios (sine, cosine, and tangent)
   • Solving problems involving right-angled triangles
   • Applications of trigonometry in real-life scenarios
4. Review and Examination Preparation:
   • Comprehensive review of all topics covered during the year
   • Practice exercises and past examination questions
   • Examination strategies and time management tips

In all, please note that the scheme of work is a general guide and can be modified according to your school’s curriculum and the pace at which your students are learning. It’s also essential to provide practical and real-life examples to make mathematics more engaging and relevant to the students’ lives.