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Discover the Best Private Calculus Classes in Zürich

For over a decade, our private Calculus tutors have been helping learners improve and fulfil their ambitions. With one-on-one lessons at home or in Zürich, you’ll benefit from high-quality, personalised teaching that’s tailored to your goals, availability, and learning style.

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7 calculus teachers in Zürich

Eduardo

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5.0

3 reviews

(3)

26€

60-min

/h

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Academic Tutor in Mathematics for High School and University with Clear and Structured Methodology💯Translate this text using Google Translate.

Academic Tutor in Mathematics for High School and University with Clear and Structured Methodology💯Translate this text using Google Translate.

👋 Do you find math difficult, confusing, or do you feel it's holding you back academically? You're not alone. Many students lose confidence because they lacked a solid foundation or because the pace of the class wasn't right for them. The good news is that it is possible to learn math safely and without stress. I am Eduardo, a mathematician and teacher with more than 10 years of experience in online teaching internationally. 🎓 I work with students from: ✔️ International Baccalaureate (IB) School Classes focused on deep understanding, problem-solving and preparation for IB-type assessments and exams, using specialized material and clear strategies. ✔️ University Classes in Basic Mathematics, Differential and Integral Calculus, Differential Equations, Linear Algebra, Topology, among others. I have accompanied students of Economics, Administration, Engineering and Science, helping them to pass demanding courses and significantly improve their academic performance. 💻 What do you get in my online classes? 🔹 100% personalized classes, adapted to your level, pace and goals. 🔹 Clear, patient, and pressure-free explanations. 🔹 Flexible schedules that fit your availability. 🔹 Specialized digital material and progressive exercises. 🔹 Continuous follow-up and direct communication with me. 🔹 Visible results from the first weeks, reflected in greater understanding, confidence and better grades. 📌 My goal is not for you to memorize formulas, but for you to understand, gain confidence, and be able to solve problems on your own. 📩 If you want to improve in math and leave frustration behind, write to me and let's talk. Together we will find the best way to help you move forward.

Lisjana

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5.0

2 reviews

(2)

37€

60-min

/h

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Comprehensive AP Calculus AB/Math class for high school studentsTranslate this text using Google Translate.

Comprehensive AP Calculus AB/Math class for high school studentsTranslate this text using Google Translate.

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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Ammar

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Recently active
21€

60-min

/h

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1Students

Master Mathematics, Statistics, Probability & Data Analysis | Calculus, Econometrics, SPSS, Excel, Power BI & VisualizationTranslate this text using Google Translate.

Master Mathematics, Statistics, Probability & Data Analysis | Calculus, Econometrics, SPSS, Excel, Power BI & VisualizationTranslate this text using Google Translate.

Mathematics, statistics, and data analysis become much easier when formulas, reasoning, computation, and real-world interpretation are connected clearly. I am a PhD-qualified engineer, university professor, researcher, and multidisciplinary tutor with more than 30 years of experience in teaching, quantitative methods, mathematical problem solving, statistical analysis, research, engineering, data analysis, and professional decision support. This class provides a structured and personalized learning pathway for school and university students, graduate researchers, engineers, professionals, and adult learners. Depending on your goals, we can focus on one specific area or connect several areas into a coherent program. MATHEMATICS • Arithmetic, fractions, ratios, percentages, and mathematical foundations • Algebraic expressions, equations, inequalities, and systems • Functions, graphs, and transformations • Geometry and analytic geometry • Trigonometry • Precalculus • Limits and continuity • Differential calculus and applications • Integral calculus and applications • Sequences and series • Multivariable calculus • Linear algebra, matrices, vectors, and systems • Differential equations • Numerical methods • Applied and engineering mathematics STATISTICS, PROBABILITY & ECONOMETRICS • Descriptive statistics • Probability rules and probabilistic reasoning • Conditional probability, independence, Bayes’ theorem, and counting methods • Expected value, variance, covariance, and properties of common probability distributions • Random variables and probability distributions • Sampling and sampling distributions • Confidence intervals • Hypothesis testing • Correlation and regression • Multiple regression • ANOVA, ANCOVA, and MANOVA • Nonparametric methods • Multivariate statistical analysis • Econometrics and quantitative methods • Time-series analysis and forecasting • Mediation and moderation analysis • Statistical modelling and predictive analysis • Econometrics • Multiple regression • Time series • Forecasting • Mediation/moderation • Predictive analysis DATA ANALYSIS & VISUALIZATION • Data organization and quality assessment • Data cleaning and preparation • Data transformation, filtering, grouping, merging, and reshaping • Relationships between variables and graphical/statistical diagnostics • Missing values, duplicates, inconsistencies, and outliers • Exploratory data analysis • Summary tables and analytical reporting • PivotTables and aggregation • Data visualization and appropriate chart selection • Trend and pattern analysis • KPI development and performance analysis • Dashboard concepts and decision-support reporting • Research and survey data preparation • Interpretation and communication of analytical findings Depending on your needs, practical work may involve Excel, SPSS, Stata, R, SAS, Power BI, SQL, Python, or other relevant analytical tools. Software is never treated as a substitute for understanding: I explain the reasoning behind the method, the assumptions involved, the meaning of the output, and how to verify whether the conclusion is sound. My teaching approach follows a clear progression: understand the problem → identify the appropriate concept or method → develop the reasoning → calculate or analyze → verify the result → interpret it → communicate the conclusion We can work with your course syllabus, textbook, representative exercises, exam topics, dataset, statistical output, research question, spreadsheet, dashboard, engineering application, or professional analytical problem. Whether you are rebuilding mathematical foundations, preparing for an examination, studying advanced calculus, learning statistics, conducting econometric analysis, interpreting research data, or developing practical analytical skills, I will adapt the sessions to your level, objectives, and pace. My goal is not merely to help you obtain an answer, but to help you understand the reasoning, choose appropriate methods, verify results, interpret findings correctly, and solve new problems independently.

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Our students from Zürich evaluate their Calculus teacher.

To ensure the quality of our Calculus teachers, we ask our students from Zürich to review them.

Only reviews of students are published and they are guaranteed by Apprentus. Rated 4.9 out of 5 based on 94 reviews.

Baia was instrumental in helping my daughter prepare for the OMPT-F exam. From the very first lesson, she was organized, knowledgeable, and focused on the areas that mattered most for success on the test. What sets Baia apart is her ability to explain complex mathematical concepts in a simple, structured way while building confidence at the same time. Her engineering background gives her a deep understanding of mathematics and allows her to explain not only how to solve problems, but also why the concepts work. She provided targeted practice materials, mock exams, and clear guidance on the key topics that carried the highest impact. Baia was always responsive to questions between lessons and consistently went above and beyond to ensure my daughter was fully prepared. Thanks to her support, my daughter developed a much stronger understanding of mathematics and a more positive attitude toward the subject. She now approaches challenging problems with far more confidence than before. I highly recommend Baia to anyone preparing for the OMPT exams, university mathematics, or looking for a patient, knowledgeable, and highly effective math tutor.

I wanted to take a moment to share my heartfelt appreciation for Elie. Elie is incredibly talented, patient, and goes above and beyond to create a custom-made program that truly caters to her students' needs. Her availability and commitment to her students are unmatched, and as a parent, I couldn't be more pleased with the progress made. In just three months, the improvement in math scores has been remarkable (MAP MATH TEST 242 to 264), which speaks volumes about Elie's teaching effectiveness. My Daughter has even mentioned how much she enjoy the tuition hours, which is a testament to how engaging and positive Elie's approach is. I am genuinely grateful for Elie's dedication and the impact she's had on the learning experience. Thank you, Elie, for your exceptional support!

Roland is a very good tutor. Lessons planned well and organized effectively, tailored to your needs. Responds to emails quickly and in a helpful manner. Good at explaining phenomena and showing you the most effective solution strategies. Overall I am very pleased with Roland as a tutor, and can recommend him to anyone preparing for the TU Delft Aerospace Engineering Bsc selection exam.

To ensure the quality of our Calculus teachers, we ask our students from Zürich to review them.

Only reviews of students are published and they are guaranteed by Apprentus. Rated 4.9 out of 5 based on 94 reviews.

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