NDA Maths Foundation Online Course – Zero to Advanced Prep 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