01
Sets
- Introduction to sets
- Representation of sets
- Types of sets
- Subsets
- Power sets
- Universal sets
- Venn diagrams
- Union and intersection
- Difference of sets
- Complement of a set
- Laws of sets
Standard 11th Mathematics With Coding and AI
- Product Code: Standard 11th Mathematics With Coding and AI
- Availability: In Stock
₹22,999.00
- Ex Tax: ₹22,999.00
ONLINE MATHEMATICS COURSE
Standard 11th Mathematics with Coding and AI
Build a strong foundation in Class 11 Mathematics with concept-based teaching, step-by-step numerical practice, coding demonstrations and Artificial Intelligence awareness. Develop mathematical reasoning and prepare for future board examinations and competitive exams.
16 Weeks Course Duration
15 Chapters Mathematics Curriculum
Coding + AI Technology-Enhanced Learning
📚 Mathematics Course Contents
02
Relations and Functions
- Cartesian products
- Relations
- Types of relations
- Functions
- Domain, codomain and range
- Types of functions
- Graphs of functions
- Algebra of functions
03
Trigonometric Functions
- Angles and their measurement
- Trigonometric functions
- Trigonometric ratios
- Trigonometric identities
- Graphs of trigonometric functions
- Compound angles
- Multiple and sub-multiple angles
- General solutions of trigonometric equations
04
Principle of Mathematical Induction
- Introduction to mathematical induction
- Principle of induction
- Proving mathematical statements
- Applications of induction
05
Complex Numbers and Quadratic Equations
- Need for complex numbers
- Imaginary numbers
- Complex numbers
- Algebra of complex numbers
- Conjugate of a complex number
- Modulus and argument
- Quadratic equations
- Roots of quadratic equations
- Geometrical representation
06
Linear Inequalities
- Linear inequalities
- Algebraic solutions
- Representation on number line
- Inequalities in two variables
- Graphical representation
- Applications and word problems
07
Permutations and Combinations
- Fundamental principle of counting
- Factorial notation
- Permutations
- Combinations
- Important formulas
- Applications
- Problem-solving techniques
08
Binomial Theorem
- Introduction to binomial theorem
- Pascal's triangle
- General term
- Middle terms
- Binomial coefficients
- Applications of binomial expansion
09
Sequences and Series
- Sequences
- Arithmetic progression
- Geometric progression
- General terms
- Sum of terms
- Arithmetic and geometric means
- Special series
- Applications
10
Straight Lines
- Coordinate geometry basics
- Slope of a line
- Different forms of equations
- Two-point form
- Point-slope form
- Intercept form
- General equation
- Angle between two lines
- Distance of a point from a line
11
Conic Sections
- Introduction to conic sections
- Circle
- Parabola
- Ellipse
- Hyperbola
- Standard equations
- Properties and applications
12
Introduction to Three-Dimensional Geometry
- Coordinate axes and planes
- Coordinates of a point in space
- Distance between two points
- Section formula
- Basic concepts of 3D geometry
13
Limits and Derivatives
- Introduction to limits
- Algebra of limits
- Standard limits
- Continuity basics
- Introduction to derivatives
- Derivative of basic functions
- Algebra of derivatives
- Applications of derivatives
14
Statistics
- Measures of dispersion
- Range
- Mean deviation
- Variance
- Standard deviation
- Analysis and interpretation of data
15
Probability
- Random experiments
- Events
- Sample space
- Probability of an event
- Probability of complementary events
- Algebra of events
- Basic probability problems
🎯 Additional Online Training Modules
Improve conceptual understanding, numerical accuracy, examination preparation and competitive-exam readiness with guided practice and regular assessment.
01. NCERT Concept-by-Concept Classes
02. Formula Revision
03. Step-by-Step Numerical Practice
04. HOTS Questions
05. Application-Based Questions
06. JEE Foundation Problems
07. Chapter-Wise Assignments
08. Weekly Tests
09. Doubt-Solving Sessions
10. Previous-Year Question Practice
11. Monthly Assessments
12. Full Syllabus Revision
13. Mock Tests
14. Exam Preparation
🚀 Learning Outcomes
- Understand fundamental Class 11 Mathematics concepts.
- Develop logical reasoning and analytical thinking.
- Solve problems involving sets, functions and trigonometry.
- Apply algebraic methods to complex numbers and inequalities.
- Understand sequences, series and coordinate geometry.
- Build a foundation in limits, derivatives and probability.
- Improve numerical accuracy and problem-solving speed.
- Prepare for school assessments and JEE foundation practice.
- Explore coding and AI as supplementary learning tools.
Note: This is a proposed 16-week course outline. Confirm chapter coverage against the applicable CBSE academic-session syllabus before publishing it as an official or complete CBSE syllabus. Coding and AI activities may be included as supplementary learning.