Number Systems
- Real numbers
- Rational and irrational numbers
- Laws of exponents
- Rationalization
- Representation of real numbers on the number line
Standard 9th Mathematics With Coding and AI
- Product Code: Winnersneev Standard 9th Mathematics With Coding and AI
- Availability: In Stock
₹15,999.00
- Ex Tax: ₹15,999.00
Standard 9th Mathematics with Coding and AI
Build strong mathematical foundations through concept-based learning, practical problem-solving, logical reasoning, coding activities, and introductory Artificial Intelligence applications.
Class 9 Mathematics 12-Week Course Coding + AI Online Training
12 Weeks Structured Learning Plan
15 Chapters Mathematics Course Contents
Coding + AI Practical and Logical Learning
Mathematics Course Contents
Explore the chapter topics and practise mathematical concepts through examples, activities, assignments, and problem-solving exercises.
Polynomials
- Introduction to polynomials
- Terms, coefficients, and degrees
- Types of polynomials
- Algebraic identities
- Factorisation
- Remainder and factor concepts
Coordinate Geometry
- Cartesian plane
- Coordinates of a point
- Plotting points
- Quadrants
- Reading and interpreting graphs
Linear Equations in Two Variables
- Introduction to linear equations
- Solutions of equations
- Graphical representation
- Plotting solutions
- Real-life applications
Euclid’s Geometry
- Basic concepts of geometry
- Euclid’s definitions and axioms
- Postulates
- Theorems and applications
Lines and Angles
- Types of angles
- Intersecting lines
- Parallel lines
- Transversal
- Angle relationships
- Important theorems
Triangles
- Types of triangles
- Congruence of triangles
- Criteria for congruence
- Properties of triangles
- Inequalities in triangles
Quadrilaterals
- Types of quadrilaterals
- Properties of parallelograms
- Theorems related to parallelograms
- Mid-point theorem
- Applications and problems
Areas of Parallelograms and Triangles
- Area concepts
- Area of parallelograms
- Area of triangles
- Equal-area figures
- Applications of area theorems
Circles
- Parts of a circle
- Chords and arcs
- Angles subtended by chords
- Properties of circles
- Important circle theorems
Constructions
- Basic geometric constructions
- Construction of angles
- Perpendicular bisector
- Angle bisector
- Construction of triangles
Heron’s Formula
- Area of a triangle using Heron’s formula
- Semi-perimeter
- Applications to different types of triangles
- Word problems
Surface Areas and Volumes
- Surface area concepts
- Cubes and cuboids
- Cylinders, cones, and spheres
- Volume calculations
- Real-life applications
Statistics
- Collection of data
- Organisation of data
- Frequency distribution
- Bar graphs
- Histograms and frequency polygons
- Interpretation of data
Probability
- Introduction to probability
- Experiments and outcomes
- Sample space
- Events
- Basic probability calculations
- Real-life examples
Additional Skills for Online Training
Strengthen mathematical understanding with regular practice, problem-solving strategies, assessments, and revision sessions.
Mental mathematics
Fast calculation techniques
Problem-solving strategies
Logical reasoning
Application-based questions
NCERT exercise practice
Important exam questions
Chapter-wise tests
Revision tests
Sample papers
Doubt-solving sessions
Exam preparation
Mathematics with Coding and AI
- Understand mathematical logic through simple coding activities.
- Use basic programs to perform arithmetic calculations.
- Explore number patterns and algebraic expressions using code.
- Practise coordinate plotting and simple graph visualisation.
- Organise sample data and create basic charts.
- Learn how AI tools can support mathematical exploration.
- Develop logical thinking and step-by-step problem-solving skills.
- Understand the importance of checking AI-generated answers.
Learning Outcomes
- Build a strong foundation in Class 9 mathematics.
- Understand important mathematical definitions and theorems.
- Solve numerical and geometry-based problems systematically.
- Interpret graphs, tables, and basic statistical information.
- Improve calculation speed and mathematical accuracy.
- Apply mathematics to everyday situations.
- Develop confidence through regular tests and revision.
- Connect mathematical concepts with introductory coding activities.
Curriculum note: This is a proposed 12-week course outline based on the topics supplied. Chapter names, topic coverage, and assessment requirements should be checked against the applicable CBSE/NCERT syllabus for the academic year before publishing.