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I specialize in tutoting calculus to international school students as well as national schools in Switzerland and Italy. My teaching method is a combination of theory and practice. The students can bring their own exercises to solve or to better understand. I provide students with extra exercises that can be done in class or as homework. The subject of the classes is the entire AP calculus program: 1) Limits and continuity: - Graphing and interpreting graphs (pre-calculus). - Limits and continuity. Finding limits algebraically or estimating them from numerical or graphical data. Continuity in terms of limits. - Intermediate Value Theorem and Extreme Value Theorem. - Vertical, horizontal, and oblique asymptotes. Limits involving infinity. 2) Derivates and rates of change: - Limit definition of the derivative and its relationship to continuity. - Derivative rules including the Power Rule, Product Rule, Quotient Rule, and Chain Rule. - Slope and tangent lines. - Linear approximation and differentials. - Instantaneous and average rates of change. Relationship among position, velocity, and acceleration functions. - Higher order derivatives. - Implicit Differentiation. - Analysis of Graphs based on both pre-calculus methods and derivative information. This includes finding intervals of increase/decrease, relative minima/maxima, intervals of concavity, and inflection points. - Mean value theorem and Rolle’s Theorem. - Applications of derivatives, including optimization and related rates. - Elementary differential equations and slope fields. 3) Integrals and Areas: - Antidifferentiation and indefinite integrals. - Techniques of antidifferentiation, including power rule, algebraic manipulation, and substitution. - Finite Riemann sums and their limits. Relationship to definite integrals. - The Fundamental Theorem of Calculus and definite integrals. - Trapezoid Rule and other methods for estimating area. - Exact area below a curve or between two curves, using definite integrals. - Volumes of solids of revolution, by washer method and shell method. - Accumulation functions. - Relationships between position, velocity, and acceleration using integrals. - Average value of a function over an interval. - Models for exponential growth and decay.

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I'm graduated in Quantitative Finance with a Master in Financial Mathematics. I was always in love with mathematics and this is the reason why I'm teaching it. The topic I can cover confidently are: - Basic Calculus; - Stochastic Analysis (Black and Scholes, stochastic finance) - Derivatives - Integrals - College mathematics

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19Students

I work with two kinds of students: those preparing to meet university math admission requirements (OMPT, CCVX, VWO), and those already enrolled who need solid support in calculus, linear algebra, differential equations, probability & statistics, or discrete math including students at TUM, ETH Zurich, TU Delft, KTH, EPFL, and RWTH Aachen. Lessons are in English; I can explain in German where it helps.

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8Students

I hold a PhD in Mechanical Engineering and currently work as a post-doctoral researcher in the Aerospace Engineering Faculty at TU Delft (Delft University of Technology). Key topics that I teach for this course include: • Calculus: Differentiation & integration, Multivariable calculus • Linear Algebra: Matrices, vectors, systems of equations, Eigenvalues and eigenvectors • Differential Equations: First- and second-order ODEs, Laplace transforms • Complex Numbers: Polar form, Euler’s formula • Vector Calculus: Gradient, divergence, curl, Line and surface integrals • Series & Transforms: Taylor series, Fourier series I understand that not all teachers excel in teaching Engineering and Mathematics courses and explaining their importance to students. Courses with strong mathematical backgrounds may become boring for students who lack a solid mathematical basis. To address this, I take a student-centered approach, starting from the basics to actively engage all students, including those with weaker mathematical backgrounds. I also provide practical examples to demonstrate the real-world significance of what they are learning, inspiring and fostering their interest in the subject matter. If you have any additional questions before starting a class, please feel free to ask me. I am here to assist! :)

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6Students

Math, calculus and physics can sometimes be overwhelming, especially when the theory or solving method is unclear. I am a cum laude Aerospace Engineering graduate from TU Delft and have helped other pupils with their problems since 2017. With my calm and stepwise explanation, a second alternative view of the solution procedure is given, which is often what is missing. I tutor a variety of math and physics courses on both secondary and high school levels, but also at a scientific bachelor level. These can either be theory/exercise-based, but also exam preparation.

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1Students

This fun and interactive math class is designed to help kids build strong math skills and confidence while enjoying the learning process! Through games, real-life examples, and easy-to-follow explanations, students will explore essential math topics such as addition, subtraction, multiplication, division, fractions, and problem-solving. Each lesson is adapted to the child’s level and learning pace, encouraging curiosity, critical thinking, and a love for numbers. My goal is to make math simple, engaging, and rewarding for every student. Whether your child needs extra help with schoolwork or wants to get ahead, this class provides the perfect balance of learning and fun!

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1Students

I hold a Ph.D. in Theoretical Physics and have extensive experience teaching both Mathematics and Physics at all levels, from GCSE and A-level to undergraduate university courses. My lessons are tailored to your specific goals—whether you're preparing for GCSEs, A-levels, university exams, or aiming for successful entrance to top universities like Oxford and Cambridge. Lessons typically run for 1 to 1.5 hours, but can be extended as needed. My lesson rates reflect the depth of experience and the high level of personalised support I provide. However, I understand that not every student is in the same financial situation. If affordability is a concern, I’m happy to discuss flexible pricing options—please feel free to reach out. The cost of each lesson also includes any necessary preparation and follow-up, such as designing targeted worksheets, creating mock exams, or reviewing your progress to ensure the most effective learning experience.