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Mathfirst principles.

9TH • RIGOROUS CURRICULUM.

Chapter-by-chapter theory notes, step-by-step textbook exercises, video lectures, and SLO-aligned board examination prep for Mathematics (9th).

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Syllabus

Curriculum Syllabus

Course chapter sequence roadmap and learning outcomes.

Mathematics (9th)

1. Number Systems

1.1 Introduction to Real Numbers
1.2 Radical Expressions
1.3 Application of Real Numbers in Daily Life

2. Logarithms and Scientific Notation

2.1 Scientific Notation
2.2 Logarithm
2.3 Common Logarithm
2.4 Laws of Logarithm

3. Sets and Functions

3.1 Patterns, Structures and Basic Definitions
3.2 Operations on Sets
3.2.2 Applications & 3.3 Binary Relations

4. Factorization

4.1 Common Factors and Trinomial Factoring
4.1.3 Types II–V Factorization
4.3 HCF and LCM of Algebraic Expressions
4.4 Square Root and Real-World Problems

5. Linear Equations and Inequalities

5.1–5.2 Linear Equations and Inequalities
5.3 Feasible Solution

6. Trigonometry

6.1 Angles in Standard Position
6.2 Trigonometric Ratios
6.3 Trigonometric Identities
6.4 Special Angles
6.5 Solution of a Triangle
6.6 Elevation and Depression

7. Coordinate Geometry

7.1 Coordinate Plane, Distance and Midpoint
7.2 Equations of Straight Lines
7.3 Applications of Coordinate Geometry

8. Mathematical Reasoning

8.1 Logic, Statements and Proof

9. Similarity and Mensuration

9.1 Similarity of Polygons
9.2 Area of Similar Figures
9.3 Volume of Similar Solids
9.4 Geometrical Properties of Polygon and their Applications

10. Graphs of Functions

10.1 Functions and their Graphs
10.2 Exponential Growth/Decay and Applications

11. Construction and Loci

11.1 Construction of Triangles
11.5 Loci and Construction

12. Statistics

12.1 Ungrouped and Grouped Data
12.2 Measures of Location (Central Tendency)

13. Probability

13.1 Probability of Single Event
13.4 Relative Frequency and Expected Frequency
INTERACTIVE LAB • CALCULUS & VECTORS

Explore Dynamic Tangent Secants & Riemann Sums

Visualize derivatives as tangent limits, integrate Riemann area under curves, and inspect vector geometry in 2D & 3D space.

scienceLaunch Mathematics Labs→Board MCQs & Past Papers