Math-Minor

Categories Subjects

Math-Minor

Curriculum Overview:

At AlJannat Online Education, the Math-Minor curriculum aims to enhance students’ mathematical understanding, creativity, and problem-solving skills. The curriculum spans both primary and secondary levels, focusing on foundational mathematical concepts and skills.

Primary Level:

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1.Number:

Whole Numbers
The Nature of Numbers
Fractions, Decimals, and Percentages
Calculating Devices, Directed Numbers, and the Number Line
Numerical Estimation
Approximation and Errors
Rational and Irrational Numbers

2.Data Handling:

Introduction to Various Stages of Statistics
Construction and Interpretation of Simple Diagrams and Graphs
Measures of Central Tendency
Introduction to Probability

3. Algebra:

Formulating Problems with Algebraic Language
Manipulation of Simple Polynomials
Laws of Integer Exponents
Factoring Simple Polynomials
Linear Equations in One Unknown
Linear Equations in Two Unknowns
Linear Inequalities in One Unknown
Identities
Formulas and Algebraic Symbols
Equations

4. Shape, Space & Measurement

Money
Length
Time
Weight
Perimeter
Area
Volume
Speed
Lines and Angles
Directions
Two-dimensional Shapes
Three-dimensional Shapes
Estimation in Two- and Three-dimensional Figure Measurement
Introduction to Geometry
Pythagorean Theorem
Trigonometric Ratios and Using Trigonometry
Transformation and Symmetry
Introduction to Coordinates
Coordinate Geometry of Straight Lines
Introduction to Deductive Geometry
Congruence and Similarity
Angles Related to Lines and Rectilinear Figures
Quadrilaterals

Secondary Level:

The secondary level integrates the primary concepts and expands on them with a focus on deeper understanding and application:
- Advanced Number Concepts: Extending knowledge of whole numbers, fractions, decimals, and percentages.
- Enhanced Shape, Space & Measurement: More complex problems and applications in geometry, including coordinate geometry and advanced trigonometric applications.
- Data Handling: In-depth statistical methods and probability theory.
- Algebra: Complex algebraic manipulations, including polynomial functions, systems of equations, and advanced inequalities.

Key Goals:

Understanding: Develop a deep conceptual understanding of mathematical concepts.
Creativity: Stimulate creativity in problem-solving and mathematical communication.
Practical Skills: Enhance computational skills and practical application of mathematical concepts.