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Discover the Best Private Algebra Classes in Aachen

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1 algebra teacher in Aachen

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1 algebra teacher in Aachen

Trusted teacher: *English below* Hello! My name is Sanne (23) and I am a master student in Molecular Life Sciences. In the laboratory I come into contact with mathematics a lot and I like to transfer my knowledge of the subject to others. I also have a background in statistics, so I can help with mathematics A, B and C (mathematics D and vwo 6 in consultation, depending on the subject), from vmbo to upper secondary havo/vwo. Sometimes I can also help with statistics and mathematics at the university or at the mbo, but this also depends on the subject. I have experience with tutoring in chemistry, biology, reading comprehension and mathematics. I always do my best to tailor my lessons to the specific needs of each student. Leave a message if you are interested and I will contact you as soon as possible. Hello! My name is Sanne (23), and I'm a master's student in Biomolecular Sciences. In the laboratory, I apply quite a lot of mathematics, and I enjoy sharing my knowledge of the subject with others. I also have a strong background in statistics, so I can tutor students in math A, B, and C from vmbo to year 5 of vwo (please contact me for math D and year 6 vwo, I might be able to help depending on the topic). Sometimes I can help with statistics courses and mathematics in university, but this again depends on the topic. I have some prior experience tutoring chemistry, biology, and mathematics. I aim to tailor my lessons to the needs of each student. Feel free to leave a message and I will get back to you as soon as possible.
Math · Statistics · Algebra
(24 reviews)
Adam - Paris, France26€
Trusted teacher: Online Course: Algebra Exam Preparation for Secondary School Duration : - 60 minutes: intensive format to review key concepts and solve targeted exercises. - 90 minutes: In-depth format to cover more topics, solve complex problems, and include detailed Q&A sessions. General description This course is designed for high school students who want to strengthen their algebra skills and prepare effectively for their exams. It is designed to clarify fundamental concepts, fill in any gaps, and help master the solving techniques needed to succeed. Through simplified explanations, concrete examples, and varied exercises, students will gain confidence and improve their mathematics results. --- Educational objectives At the end of this course, students will be able to: 1. Understand the basic principles of algebra, including equations, inequalities, and functions. 2. Apply the properties of numbers and algebraic expressions to simplify and solve problems. 3. Solve systems of linear equations and work with graphs of functions. 4. Approach exam exercises and problems methodically and effectively. --- Course syllabus 1. Introduction (5-10 min) - Identification of the student's specific needs and objectives. - Presentation of key topics to be covered during the session. 2. Review of fundamental concepts (20-30 min) - The basics: properties of numbers, manipulation of algebraic expressions. - Solving linear equations and inequalities. - Functions: definition, graphic representation, and analysis. - Bonus for the 90 min format: Introduction to systems of equations and polynomials. 3. Practical exercises and examination methods (30-40 min) - Guided resolution of typical problems encountered in exams. - Tips to avoid common mistakes and save time. - Simulation of an exam question with correction and analysis. 4. Q&A and conclusion (5-10 min) - Review of concepts learned and clarification of points that remained unclear. - Recommendations for reviewing and progressing independently. - Feedback on the session and planning of subsequent courses if necessary. --- Teaching methodology - Personalized teaching: the course is adapted to the specific needs of each student, taking into account their level and objectives. - Practical approach: particular attention is paid to solving exercises to develop skills that can be applied immediately in the exam. - Clear explanations: concrete examples and detailed steps facilitate understanding and assimilation. --- Target audience This course is ideal for: - High school students preparing for exams or tests in algebra. - Those having difficulty with specific concepts or wishing to strengthen their understanding. - Parents looking for personalized support to ensure their child's academic success. --- Benefits of this online course - Learning made easier thanks to individual support. - Use of interactive tools to make mathematics accessible and stimulating. - Exercises inspired by exam questions for realistic and effective preparation. - Flexible schedules and course options adapted to the student's pace. Gain confidence in your algebra skills and prepare for your exams with complete peace of mind! ---
Math · Tutoring · Algebra
Ce cours est conçu pour les élèves de terminale souhaitant maîtriser les concepts mathématiques essentiels tout en développant une approche stratégique dans leur apprentissage. Il vise à renforcer les compétences en mathématiques tout en mettant en avant des méthodes efficaces pour la résolution de problèmes complexes, en lien avec les épreuves du baccalauréat et les applications dans l’enseignement supérieur. Objectifs pédagogiques Consolider les bases fondamentales en analyse, algèbre, géométrie et probabilités. Développer des stratégies de résolution de problèmes adaptées aux exigences du baccalauréat. Comprendre les applications des mathématiques dans des domaines variés (sciences, économie, ingénierie, etc.). Améliorer la rigueur et la rapidité dans le raisonnement mathématique. Favoriser l’autonomie et la confiance en soi dans l’apprentissage des mathématiques. Contenu du cours 1. Analyse et Fonctions avancées Étude des limites, continuité et dérivabilité Optimisation et applications concrètes Intégration et calcul d’aires Équations différentielles simples 2. Algèbre et Géométrie Manipulation des matrices et systèmes d’équations Nombres complexes et transformations géométriques Vecteurs, plans et droites dans l’espace 3. Probabilités et Statistiques Lois de probabilité et variables aléatoires Statistiques descriptives et inférentielles Applications aux sciences et aux décisions stratégiques 4. Stratégies de Résolution et Méthodologie Approche algorithmique et programmation en Python Méthodes heuristiques et techniques de modélisation Gestion du temps et stratégies pour réussir les examens Méthodologie et Évaluation Cours interactifs avec résolutions pas à pas et échanges avec les élèves. Exercices progressifs pour renforcer la compréhension et la rapidité d’exécution. Études de cas et projets pour illustrer les applications concrètes des mathématiques. Simulations d’épreuves pour se préparer efficacement au baccalauréat. Public cible Ce cours s’adresse aux élèves de terminale (spécialité mathématiques ou complémentaire) souhaitant approfondir leur maîtrise des mathématiques et améliorer leurs performances aux examens et concours. Avec ce cours, chaque étudiant pourra aborder les mathématiques avec méthode et confiance, en développant des compétences précieuses pour l’avenir académique et professionnel.
Math · Algebra
I am a dedicated and passionate Mathematics Teacher with a robust foundation in teaching and a profound understanding of key mathematical disciplines. My expertise spans across six core areas: Calculus, Algebra, Trigonometry, Linear Algebra, Geometry, and Data Science. With a commitment to fostering a love for mathematics and empowering students to excel, I employ innovative teaching methods and personalized approaches to ensure each student reaches their full potential. Expertise Areas: 1. Calculus: Differential Calculus: Proficient in teaching the fundamentals of derivatives, rates of change, and optimization problems. Integral Calculus: Experienced in explaining integration techniques, area under curves, and applications in real-world scenarios. Multivariable Calculus: Skilled in handling advanced topics such as partial derivatives, multiple integrals, and vector calculus. 2. Algebra: Elementary Algebra: Adept at teaching basic algebraic concepts, including linear equations, polynomials, and factoring. Intermediate Algebra: Experienced in guiding students through quadratic equations, inequalities, and complex numbers. Advanced Algebra: Proficient in teaching topics such as matrices, determinants, and systems of equations. 3. Trigonometry: Basic Trigonometry: Skilled in teaching the fundamentals of trigonometric functions, identities, and their applications. Advanced Trigonometry: Experienced in handling more complex topics such as trigonometric equations, inverse functions, and polar coordinates. Geometry Integration: Proficient in integrating trigonometry with geometry to solve real-world problems and enhance understanding. 4. Linear Algebra: Matrix Operations: Proficient in teaching matrix addition, subtraction, multiplication, and determinants. Vector Spaces: Experienced in explaining vector spaces, subspaces, and linear transformations. Eigenvalues and Eigenvectors: Skilled in teaching the concepts of eigenvalues, eigenvectors, and their applications in various fields. 5. Geometry: Euclidean Geometry: Adept at teaching the fundamentals of points, lines, angles, and shapes. Coordinate Geometry: Experienced in guiding students through the use of coordinates and algebraic methods to solve geometric problems. Advanced Geometry: Proficient in teaching topics such as conic sections, transformations, and three-dimensional geometry. 6. Data Science: Data Analysis: Skilled in teaching statistical methods, data visualization, and interpretation of data. Machine Learning: Experienced in introducing basic machine learning concepts and algorithms. Programming for Data Science: Proficient in teaching programming languages such as Python and R, and their applications in data science. Teaching Philosophy: Interactive Learning: I believe in creating an interactive and engaging learning environment where students can actively participate and explore mathematical concepts. Personalized Instruction: Tailoring my teaching methods to meet the unique needs and learning styles of each student, ensuring they grasp difficult concepts with ease. Real-World Applications: Emphasizing the practical applications of mathematics to help students see the relevance and importance of what they are learning. Professional Achievements: Curriculum Development: Designed and implemented comprehensive curricula that align with educational standards and promote critical thinking. Student Success: A proven track record of helping students achieve significant improvements in their mathematical skills and test scores. Professional Development: Continuously engage in professional development to stay updated with the latest teaching methodologies and technologies.
Calculus · Algebra · Trigonometry
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Only reviews of students are published and they are guaranteed by Apprentus. Rated 4.9 out of 5 based on 51 reviews.

Science and math tutoring for primary and secondary school students (London)
Mavi
I am pleased to share my positive experience with Mavi. Mavi's professionalism and deep knowledge of mathematics. Mavi's teaching approach is organized, clear, and engaging. She possess a remarkable ability to simplify complex concepts, making them accessible to all students. The personalized attention given to each student's learning style ensures a comprehensive understanding of the material. What stands out about Mavi is not only her expertise but also their commitment to creating a positive and inclusive learning environment. Students benefit from a supportive atmosphere that encourages collaboration and open communication. In summary, I highly recommend Mavi as a math teacher. her professionalism, knowledge, and dedication to student success make them an invaluable asset.
Review by ANTONELA
Mathematics and Physics-Chemistry courses on Zoom (high school, maturity, bachelor's degree, etc.)
Amine
Amine has been a fantastic support for my son in math and Physics. His patient, approachable nature has helped build my son’s confidence.
Review by JOSSE
Basic concepts of algorithms and data structures in computer science (Paris)
Adam
I am very happy that Zen gave a good lesson to my son.
Review by LOUIS