Class 10th Maths Competition Preparation Course

Class 10th Maths Competition Preparation Course

Class 10th Maths Competition Preparation Course

Level : Intermediate

Price : 39999   19999

12 Month(s)

Your Gateway to Maths Excellence (CBSE Board Exams + Competition Preparation

Class 10th Maths Competition Preparation Course, meticulously crafted to elevate your performance in various competitive exams. With a comprehensive coverage of all 14 chapters, we ensure you're equipped to tackle every challenge with confidence.

Online Course with Live Doubt Clearing Sessions

Join our online course that encompasses all Class 10th Maths chapters, complemented by live doubt clearing sessions to ensure no query goes unanswered.

Learning Experience: English + Hindi

Our course offers a bilingual learning environment, presenting concepts and explanations in both English and Hindi, catering to your preferred language of instruction.

Course Highlights:

  • Master all 14 chapters prescribed by the CBSE board, ensuring holistic preparation for competitive exams like NTSE, Maths Olympiads, and more.
  • Each theorem, concept, and example receives detailed attention, fostering a deep understanding and enhancing problem-solving skills.

Maths Competitions You can Prepare For : 

  • Class 10 Board Exams
  • NTSE (National Talent Search Examination)
  • Maths Olympiads
  • RMO (Regional Mathematics Olympiad)
  • KVPY (Kishore Vaigyanik Protsahan Yojana)
  • School Level Competitions
  • Midterm and Final Examinations
  • Scholarship Exams
  • State & National-level Maths Competitions

What You'll Gain:

Chapter-wise Mastery: Delve into each chapter with detailed explanations and illustrative examples, empowering you to tackle complex problems with ease.

Practice Makes Perfect: Hone your skills with ample practice exercises and sample questions provided for each topic, ensuring proficiency in problem-solving.

Competitive Exam Readiness: Equip yourself with specially curated materials and exam strategies tailored to excel in competitive exams.

Why Choose StudyKosh?

  • Expert Guidance: Learn from seasoned educators with a track record of guiding students to success in competitive exams.
  • Comprehensive Resources: Access a treasure trove of resources, including video lectures, study materials, and practice tests, to bolster your preparation.
  • Personalized Assistance: Receive tailored guidance and support from our team of experts, addressing your queries and concerns every step of the way.

Teaching & Preparation Process:

  • Structured Learning Path:

    • Explore each chapter methodically to ensure a strong foundation.
    • Follow a step-by-step approach for comprehensive understanding.
  • Detailed Exploration:

    • Introduction to each chapter to set the context.
    • Dive deep into key theorems and definitions for clarity.
    • Practice with a plethora of examples to reinforce learning.
  • Advanced Level Topics:

    • Challenge yourself with advanced concepts to enhance skills.
    • Delve into complex topics to broaden your understanding.
  • Assessment Tools:

    • Test your knowledge with a variety of MCQs.
    • Engage with subjective and objective questions for application practice.
    • Analyze previous years' important questions to understand exam trends.
  • Thorough Preparation:

    • Equip yourself with comprehensive knowledge to excel in exams.
    • Ensure readiness for any mathematical challenge with our detailed breakdown.


Chapter wise Breakdown:

1. Real Numbers Mastery:
Delve deep, understand core concepts, triumph in tough competitions.

2. Polynomials Unleashed:
Unlock their power, breeze through problems with ease.

3. Linear Equations Solved:
Master methods, ace every test confidently.

4. Quadratic Equations Decoded:
Decode effortlessly, prepare for challenges ahead.

5. Arithmetic Progressions Simplified:
Simplify APs, master terms, sum up your skills.

6. Triangle Triumphs:
Excel in triangles, conquer similarity criteria.

7. Coordinate Geometry Simplified:
Master distances, sections, navigate competitions confidently.

8. Trigonometry Basics:
Grasp fundamentals, explore ratios, identities for success.

9. Trigonometry in Action:
Apply practically, solve with precision and ease.

10. Circle Secrets:
Unlock circle mysteries, dominate competitions with ease.

11. Area Related To Circles :

Understanding the areas of sectors and segments within circles.

12. Statistics Simplified:
Master basics, stand out in every competition.

13. Probability Power:
Understand theories, emerge victorious with confidence.


Topics:

Chapter 1: Real Numbers

  • Introduction to the World of Numbers
  • Exploring the Fundamental Theorem of Arithmetic
  • Unveiling the Mystery of Irrational Numbers
  • Practice Examples to Solidify Understanding
  • Advanced Concepts for Further Exploration
  • MCQs to Test Your Knowledge
  • Subjective Questions for Conceptual Clarity
  • Objective Questions to Gauge Proficiency
  • Discussion on Previous Year's Important Questions

Chapter 2: Polynomials

  • Introduction to Polynomial Equations
  • Understanding Zeroes and Coefficients
  • Practice Examples for Skill Development
  • Exploring Advanced Polynomial Concepts
  • MCQs for Conceptual Testing
  • Subjective Questions for Application Practice
  • Objective Questions for Evaluation
  • Discussion on Key Theorems and Definitions
  • Analysis of Previous Year's Important Questions

Chapter 3: Pair of Linear Equations in Two Variables

  • Introduction to Linear Equations
  • Graphical and Algebraic Solution Methods
  • Practice Examples for Method Proficiency
  • Advanced Techniques for Complex Equations
  • MCQs for Conceptual Assessment
  • Subjective Questions for Applied Learning
  • Objective Questions for Skill Evaluation
  • Discussion on Theorems and Definitions
  • Review of Previous Year's Important Questions

Chapter 4: Quadratic Equations

  • Introduction to Quadratic Equations
  • Factorization Methods for Solutions
  • Practice Examples for Mastery
  • Exploring Nature of Roots
  • MCQs for Conceptual Clarity
  • Subjective Questions for Application Practice
  • Objective Questions for Skill Assessment
  • Discussion on Theorems and Definitions
  • Analysis of Previous Year's Important Questions

Chapter 5: Arithmetic Progressions

  • Introduction to Arithmetic Progressions
  • Understanding nth Term and Sum of AP
  • Practice Examples for Skill Development
  • Advanced Concepts for Complex Progressions
  • MCQs for Conceptual Testing
  • Subjective Questions for Application Practice
  • Objective Questions for Evaluation
  • Discussion on Key Theorems and Definitions
  • Review of Previous Year's Important Questions

Chapter 6: Triangles

  • Introduction to Triangle Geometry
  • Exploring Similarity and Criteria
  • Practice Examples for Concept Reinforcement
  • Advanced Concepts for Triangles
  • MCQs for Conceptual Assessment
  • Subjective Questions for Applied Learning
  • Objective Questions for Skill Evaluation
  • Discussion on Theorems and Definitions
  • Analysis of Previous Year's Important Questions

Chapter 7: Coordinate Geometry

  • Introduction to Coordinate Geometry
  • Exploring Distance and Section Formulas
  • Practice Examples for Skill Development
  • Advanced Techniques for Coordinate Geometry
  • MCQs for Conceptual Clarity
  • Subjective Questions for Application Practice
  • Objective Questions for Skill Assessment
  • Discussion on Theorems and Definitions
  • Review of Previous Year's Important Questions

Chapter 8: Introduction to Trigonometry

  • Introduction to Trigonometric Ratios
  • Understanding Specific Angles
  • Practice Examples for Concept Reinforcement
  • Advanced Concepts for Trigonometry
  • MCQs for Conceptual Assessment
  • Subjective Questions for Applied Learning
  • Objective Questions for Skill Evaluation
  • Discussion on Theorems and Definitions
  • Analysis of Previous Year's Important Questions

Chapter 9: Some Applications of Trigonometry

  • Introduction to Practical Trigonometry Applications
  • Solving Heights and Distances Problems
  • Practice Examples for Skill Development
  • Advanced Techniques for Trigonometry Applications
  • MCQs for Conceptual Clarity
  • Subjective Questions for Application Practice
  • Objective Questions for Skill Assessment
  • Discussion on Key Concepts
  • Review of Previous Year's Important Questions

Chapter 10: Circles

  • Introduction to Circle Geometry
  • Understanding Tangents and Chords
  • Practice Examples for Concept Reinforcement
  • Advanced Concepts for Circles
  • MCQs for Conceptual Assessment
  • Subjective Questions for Applied Learning
  • Objective Questions for Skill Evaluation
  • Discussion on Theorems and Definitions
  • Analysis of Previous Year's Important Questions

Chapter 11: Areas Related to Circles

  • Introduction to Circle Areas and Sectors
  • Understanding Segment Areas
  • Practice Examples for Skill Development
  • Advanced Techniques for Circle Areas
  • MCQs for Conceptual Clarity
  • Subjective Questions for Application Practice
  • Objective Questions for Skill Assessment
  • Discussion on Key Theorems and Definitions
  • Review of Previous Year's Important Questions

Chapter 12: Surface Areas and Volumes

  • Introduction to Solid Geometry
  • Understanding Surface Area Calculations
  • Practice Examples for Concept Reinforcement
  • Advanced Techniques for Solid Geometry
  • MCQs for Conceptual Assessment
  • Subjective Questions for Applied Learning
  • Objective Questions for Skill Evaluation
  • Discussion on Theorems and Definitions
  • Analysis of Previous Year's Important Questions

Chapter 13: Statistics

  • Introduction to Statistical Analysis
  • Understanding Measures of Central Tendency
  • Practice Examples for Skill Development
  • Advanced Techniques for Data Analysis
  • MCQs for Conceptual Clarity
  • Subjective Questions for Application Practice
  • Objective Questions for Skill Assessment
  • Discussion on Key Concepts

Chapter 14: Probability

  • Introduction to Probability Principles
  • Understanding Theoretical Approaches
  • Practice Examples for Skill Development
  • Advanced Techniques for Probability Analysis
  • MCQs for Conceptual Clarity
  • Subjective Questions for Application Practice
  • Objective Questions for Skill Assessment
  • Discussion on Key Probability Concepts

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