01
Real Numbers
- Euclid’s Division Lemma
- Fundamental Theorem of Arithmetic
- Prime factorisation
- HCF and LCM
- Irrational numbers
- Decimal expansions
- Applications of real numbers
Standard 10th Mathematics With Coding and AI (12 Weeks)
- Product Code: Standard 10th Mathematics With Coding and AI (12 Weeks)
- Availability: In Stock
₹21,999.00
- Ex Tax: ₹21,999.00
ONLINE MATHEMATICS COURSE
Standard 10th Mathematics with Coding and AI
Strengthen your mathematical concepts through structured teaching, step-by-step numerical practice, coding-based demonstrations and Artificial Intelligence awareness. Prepare for board examinations with chapter-wise practice, assignments and revision.
12 Weeks Course Duration
14 Chapters Mathematics Curriculum
Coding + AI Technology-Enhanced Learning
📚 Mathematics Course Contents
02
Polynomials
- Introduction to polynomials
- Zeroes of a polynomial
- Relationship between zeroes and coefficients
- Quadratic polynomials
- Graphical interpretation
- Practice problems
03
Pair of Linear Equations in Two Variables
- Linear equations
- Graphical method
- Substitution method
- Elimination method
- Cross-multiplication method
- Consistency of equations
- Word problems and applications
04
Quadratic Equations
- Introduction to quadratic equations
- Standard form
- Factorisation method
- Completing the square
- Quadratic formula
- Nature of roots
- Word problems
05
Arithmetic Progressions
- Introduction to AP
- Common difference
- nth term
- Sum of first n terms
- Applications of AP
- Word problems
06
Triangles
- Similar triangles
- Basic Proportionality Theorem
- Criteria for similarity
- Areas of similar triangles
- Pythagoras theorem
- Applications
07
Coordinate Geometry
- Distance formula
- Section formula
- Mid-point formula
- Area of a triangle
- Coordinate-based applications
08
Introduction to Trigonometry
- Trigonometric ratios
- Sine, cosine and tangent
- Values of standard angles
- Trigonometric identities
- Complementary angles
- Applications
09
Applications of Trigonometry
- Heights and distances
- Angle of elevation
- Angle of depression
- Solving practical problems
- Diagram-based questions
10
Circles
- Tangent to a circle
- Properties of tangents
- Tangent theorems
- Number of tangents
- Applications and problem-solving
11
Areas Related to Circles
- Circumference
- Area of a circle
- Sector
- Segment
- Area of combined figures
- Perimeter of sectors
- Real-life applications
12
Surface Areas and Volumes
- Combination of solids
- Conversion of solids
- Cylinder
- Cone
- Sphere and hemisphere
- Surface area calculations
- Volume calculations
- Application-based problems
13
Statistics
- Collection and organisation of data
- Mean
- Median
- Mode
- Grouped data
- Cumulative frequency
- Graphical representation
- Case-study questions
14
Probability
- Introduction to probability
- Random experiments
- Outcomes and events
- Classical probability
- Probability of an event
- Complementary events
- Application-based questions
🎯 Additional Online Training Modules
Strengthen concepts, practise board-style questions and improve exam confidence through regular assignments, revision sessions and assessments.
01. NCERT Chapter-Wise Explanation
02. Important Formulas
03. Short-Cut Calculation Techniques
04. Step-by-Step Problem Solving
05. HOTS Questions
06. Case-Study Questions
07. Competency-Based Questions
08. Previous-Year Question Practice
09. Chapter-Wise Assignments
10. Weekly Tests
11. Monthly Assessments
12. Full Syllabus Revision
13. Sample Papers
14. Mock Examinations
15. Doubt-Solving Classes
16. Board Exam Preparation
🚀 Learning Outcomes
- Understand important Class 10 Mathematics concepts.
- Solve algebraic equations using different methods.
- Apply geometry and trigonometry to practical problems.
- Calculate areas, surface areas and volumes accurately.
- Interpret statistical data and solve probability problems.
- Improve logical reasoning and numerical accuracy.
- Practise competency-based and case-study questions.
- Prepare for board examinations through regular revision.
- Explore coding and AI as supplementary mathematics-learning tools.
Note: This is a proposed 12-week course outline. Verify chapter coverage against the applicable CBSE academic-session syllabus before publishing it as an official or complete CBSE syllabus. Coding and AI activities are supplementary learning components.