Aditya Khaneda
Dehradun/Online
Skills
About
Aditya Khaneda is an experienced Mathematics and Physics tutor with 5 years of teaching experience, offering both online and offline classes. He specializes in school-level Mathema...
Aditya Khaneda
Dehradun/Online
Skills :
Aditya Khaneda is an experienced Mathematics and Physics tutor with 5 years of teaching experience, offering both online and offline classes. He specializes in school-level Mathema...
Courses by: Aditya Khaneda
Physics & Mathematics Coaching for Classes 9–12 (CBSE & State Board) by Aditya Khaneda
The Physics & Mathematics Coaching for Classes 9 to 12 is a structured, concept-focused learning program designed for school students who want strong fundamentals, exam confidence, and long-term academic success. This course is ideal for CBSE and State Board students from Class 9 to Class 12 who often find Physics and Mathematics challenging due to abstract concepts, formulas, and problem-solving pressure.
The course emphasizes concept clarity over rote memorization, ensuring students truly understand why formulas work and how to apply them in different exam scenarios. By combining logical explanations, numerical practice, visual understanding, and exam-oriented strategies, students gradually build analytical thinking, numerical accuracy, and problem-solving confidence.
This program supports students not only for school board exams but also helps in building a strong foundation useful for future competitive exams.
What Students Will Learn
Students enrolled in this course will gain in-depth understanding and confidence across the following areas:
Physics (Classes 9–12)
Core Physics concepts with real-life applications
Motion, Laws of Motion, Work, Energy & Power
Gravitation, Sound, Light, Electricity & Magnetism
Mechanics, Waves, Thermodynamics (Class 11)
Optics, Electrostatics, Current Electricity, Magnetism (Class 12)
Numerical problem-solving techniques
Step-by-step derivation simplification
PYQ (Previous Year Questions) analysis for boards
Exam-oriented answer presentation strategies
Mathematics (Classes 9–12)
Number systems, algebra, polynomials, linear equations
Geometry, mensuration, trigonometry
Statistics & probability
Sets, relations & functions
Calculus: limits, continuity, differentiation & integration
Vectors & 3D geometry
Logical problem-solving and formula application
Speed, accuracy, and time management in exams
Teaching Method
The teaching approach is designed to make learning logical, interactive, and result-oriented, ensuring every student progresses with confidence.
Concept-based teaching with simple explanations
Visual and step-wise problem-solving methods
Interactive sessions encouraging student participation
Doubt-driven learning with personalized attention
Regular practice of numericals and derivations
PYQ analysis to understand exam patterns
Performance tracking and focused improvement strategies
The classes are structured to suit students with different learning speeds, helping both average and high-performing students improve consistently.
Why This Tutor
The course is conducted by Aditya Khaneda, a passionate Physics and Mathematics educator who believes in teaching beyond rote learning. His focus is on strong fundamentals, scientific reasoning, and logical clarity, enabling students to truly understand concepts rather than memorize steps.
The teaching style emphasizes:
Clear explanation of fundamentals
Real-life examples to simplify abstract ideas
Encouraging analytical and independent thinking
Supporting students with consistent doubt-solving
This makes the course especially beneficial for students who feel Physics and Maths are “difficult” or intimidating.
Location Context
Offline Classes: Mothrowala, Dehradun
Boards Covered: CBSE & State Board
Students from nearby areas of Dehradun can easily attend in-person classes and benefit from a focused academic environment.
Benefits / Outcomes
By completing this course, students will achieve:
Strong conceptual clarity in Physics and Mathematics
Improved numerical accuracy and problem-solving skills
Better understanding of derivations and theory questions
Increased confidence in board examinations
Reduced exam stress through structured preparation
Strong academic foundation for higher classes and competitive exams
Improved thinking ability, not just marks
This course is ideal for students aiming for consistent performance, deeper understanding, and long-term academic growth.
NDA Maths Foundation Online Course by Aditya Khaneda
The NDA Maths Foundation Online Course by Aditya Khaneda is a structured, goal-oriented preparation program designed for students aiming to crack the NDA (National Defence Academy) examination with a strong score in Mathematics. This course is built to take students from zero level to advanced level, ensuring complete syllabus coverage, deep concept clarity, and extensive exam-oriented practice.
Mathematics plays a decisive role in the NDA written exam, and achieving a 300–400+ score requires not just formula memorisation, but a solid understanding of concepts, speed, accuracy, and familiarity with NDA-style questions. This course focuses on all these aspects through systematic teaching, regular practice, and continuous assessment.
The batch is ideal for school students (Classes 6–10), NDA foundation aspirants, and serious NDA candidates who want disciplined preparation with a clear roadmap and consistent mentoring.
📘 What Students Will Learn (Complete NDA Maths Syllabus)
✔ Algebra
Basic algebraic operations
Polynomials, factorisation & identities
Quadratic equations
Sequences & series
Logarithms
PYQs with concept-wise explanation
Short tricks for fast problem-solving
✔ Trigonometry
Trigonometric ratios & identities
Trigonometric equations
Heights & distances
Graph-based understanding
NDA-focused question practice
✔ Coordinate Geometry
Straight lines
Distance & section formula
Circle basics
Analytic geometry concepts
Application-based questions
✔ Calculus (Foundational Level)
Limits (basic understanding)
Differentiation (formulas & applications)
Integration (basic techniques & applications)
This section is taught carefully to ensure clarity for first-time learners.
✔ Vector & 3D Geometry
Vector algebra
Dot & cross product
Direction ratios & cosines
Lines & planes in 3D
Visualization-based problem solving
✔ Matrices & Determinants
Matrix operations
Determinants
Adjoint & inverse
System of linear equations
NDA-standard questions
✔ Probability & Statistics
Probability basics
Events & outcomes
Mean, median & mode
Statistical analysis for NDA
Practical problem-solving approach
✔ Mensuration & Geometry
2D & 3D mensuration
Surface area & volume
Geometry theorems & applications
Formula-based and concept-based questions
🎯 Teaching Method
Aditya Khaneda follows a concept-first, exam-oriented teaching strategy, ensuring students gain both understanding and speed:
Live interactive online classes
Step-by-step explanation from basics to advanced level
NDA-style question practice after every topic
Previous Year Question (PYQ) detailed solutions
Daily practice sheets & homework
Weekly tests & full-length mock tests
Shortcut tricks for faster calculations
Dedicated doubt-solving sessions
Continuous performance analysis & feedback
The course is structured to build confidence gradually and steadily.
👨🏫 Why This Tutor – Aditya Khaneda
Students choose Aditya Khaneda for his:
Strong command over NDA Maths syllabus
Ability to teach complex topics in simple language
Logical and disciplined teaching approach
Focus on concept clarity and exam strategy
Regular motivation and guidance for defence aspirants
His aim is not just to complete the syllabus, but to make students exam-ready, confident, and accurate.
🎓 Who Should Enroll
NDA aspirants (current & future attempts)
Students preparing for NDA foundation
Class 6–10 students strengthening Maths basics
Learners targeting high scores in NDA Maths
Students who want structured preparation from zero level
Aspirants looking for disciplined online coaching
✨ Benefits / Outcomes
By the end of this course, students will:
Complete the full NDA Maths syllabus with clarity
Improve calculation speed and accuracy
Gain confidence in solving NDA-level problems
Perform strongly in PYQs and mock tests
Develop strong analytical and logical thinking
Move closer to achieving a 300–400+ score in NDA Maths