Engineering Math Tutor in Rajouri garden and this subject is the backbone of every engineering discipline, providing the tools and problem-solving techniques needed to analyze and design real-world systems. My tutoring sessions are designed to help students build a strong mathematical foundation while connecting concepts directly to engineering applications.
Engineering Math Tutor in Rajouri Garden
š¹ What I Teach:
- Linear Algebra: Matrices, determinants, eigenvalues/eigenvectors, and applications in circuits, control systems, and computer graphics.
- Calculus: Limits, differentiation, integration, multivariable calculus, vector calculus, and applications in mechanics and fluid dynamics.
- Differential Equations: Ordinary and partial differential equations, Laplace transforms, and engineering modeling.
- Probability & Statistics: Random variables, distributions, hypothesis testing, and reliability engineering.
- Numerical Methods: Iterative techniques, error analysis, and computational problem-solving.
- Complex Variables & Transforms: Fourier and Laplace transforms, signal processing, and control theory.
š¹ How I Help:
- Simplify complex concepts with step-by-step explanations.
- Provide problem-solving strategies tailored to engineering exams and real-world applications.
- Share practice problems, past papers, and practical examples from electrical, mechanical, and computer engineering.
- Build confidence by reinforcing fundamentals before tackling advanced topics.
š¹ Who Itās For:
- Undergraduate engineering students struggling with core math courses.
- Graduate students needing a refresher or deeper understanding.
- Professionals preparing for competitive exams like GATE, GRE, or FE/EIT.
My goal is not just to teach formulas but to develop mathematical thinking skills that engineers can apply to real-world challenges.
| Course | Typical Topics / Outcomes |
|---|---|
| Applied Mathematics-I (Sem-1) | Fundamental calculus, algebra, probably limits, differentiation, integration, functions, possibly sequences/series. (Exact topic list not found in readily searchable recent source.) |
| Applied Mathematics-II (Sem-2) | Builds upon first sem: probably more on advanced calculus (multivariate calculus, vector calculus), differential equations, possibly complex variables, etc. |
| Computational Methods (3rd Sem, CSE branch) | Topics include numerical rootāfinding, interpolation, numerical integration, solving algebraic equations, spline curve fitting, numerical solution of differential equations, etc. |