GENERAL MATHEMATICS (WAEC FOCUS)

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About Course

GENERAL MATHEMATICS (WAEC FOCUS)

Course Level: Senior Secondary School / WAEC Candidate Preparation
Target Learners: Students preparing for WAEC/WASSCE General Mathematics
Mode: Online / Blended Learning
Course Goal: To help learners understand core mathematics concepts, solve WAEC-style questions confidently, and improve their performance in General Mathematics.


1. Course Description

This course is designed to prepare students for the WAEC General Mathematics examination by covering the major topics tested in WASSCE. The course focuses on concept understanding, step-by-step problem solving, exam techniques, and regular practice with WAEC-style questions.

Learners will study key areas such as number and numeration, algebra, geometry, trigonometry, statistics, probability, mensuration, sets, functions, graphs, and word problems. Each lesson includes explanations, worked examples, practice questions, assignments, and revision exercises.


2. Course Objectives

By the end of this course, learners should be able to:

  1. Understand and apply key concepts in General Mathematics.
  2. Solve WAEC-style questions using correct methods.
  3. Interpret graphs, tables, diagrams, and word problems.
  4. Apply formulas in algebra, geometry, mensuration, and trigonometry.
  5. Improve speed and accuracy in mathematical calculations.
  6. Answer both objective and theory questions confidently.
  7. Avoid common mistakes in WAEC Mathematics.
  8. Develop strong revision and exam preparation skills.

 

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Course Content

Algebraic Expressions
Introduction Algebra is a part of mathematics where letters are used together with numbers and operation signs. For example, 2x + 3y, ½a² + ¾bc, and 2x² − 3x + 2 are called algebraic expressions. They are made up of numbers, letters, and signs such as +, −, ×, and ÷. In algebra, letters are used to stand for numbers. Some letters can have different values depending on the question. These letters are called variables. For example, in ⅓πr²h, the letters r and h are variables because their values can change. Some values do not change. These are called constants. In the expression ⅓πr²h, ⅓ and π are constants because their values remain fixed. An algebraic expression is divided into smaller parts called terms. Terms are separated by plus (+) or minus (−) signs. For example, in the expression: 3xy² + 2xz³ − 4y + 5 the terms are 3xy², 2xz³, −4y, and +5. A number that appears alone, without any letter attached to it, is called the constant term. In 3xy² + 2xz³ − 4y + 5, the constant term is 5. The number written before a letter or a group of letters is called the coefficient. For example, in 2x − 3x² + 4y³, the coefficient of x is 2, the coefficient of x² is −3, and the coefficient of y³ is 4. Some terms have the same letters raised to the same powers. These are called like terms. For example, 4x²y and 7x²y are like terms because both contain x²y. However, 5x²y and 9xy² are not like terms because the powers of x and y are different. Important Points to Remember In algebra, the multiplication sign × is usually not written. For example, instead of writing a × b, we simply write ab. This also helps us avoid confusing the multiplication sign × with the letter x. In the same way, a ÷ b can be written as a/b. When writing algebraic terms, the number normally comes first, followed by the letters in alphabetical order. For example, 6x²yz and 9abc³ are written in the correct order. The plus (+) or minus (−) sign belongs to the term that comes immediately after it. For example, in 3xy² + 2xz³ − 4y + 5, the term involving 4y is −4y, not just 4y.

  • 27:34
  • Simplifications of Like term Collecting like terms
    00:00
  • Sum, difference and multiplications of Algebraic Expressions
    00:00
  • Lesson 4: Introduction to Factorization
    00:00
  • Lesson 5: Factorization by Grouping content and Introduction to difference two squares
    00:00
  • Lesson 6 Difference of Two Squares constants and intro to Quadratic Trinomials
    00:00

Instructors

Oumie Mendy

Oumie Mendy

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2 Courses
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