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I'm a quality manager at an oil plant. My passion became my job, but it's because I learned the basics and understood how it works. This is how I work, and my last students have since succeeded; they no longer need me.

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Master the fundamental concepts (algebra, geometry, probability, functions), solve complex problems, and develop logical thinking. Understand the fundamental laws (mechanics, electricity, thermodynamics) and learn to apply the concepts to practical exercises and situations. Acquire a mastery of the concepts of organic and inorganic chemistry, understand chemical reactions, and manipulate concepts related to chemical equations. Strengthen skills in grammar, spelling, conjugation, and develop writing and literary analysis.

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📚 Private tutor for university and high school - fully prepared to prepare for yesterday's exams 📚 Need help understanding study material? Preparing for SATs or university exams? 🤔 ⚡My services include: ✔️ Private lessons for all secondary subjects ✔️ Comprehensive help in preparing for the AMSAT exams (Physics and Mathematics) ✔️ Full support for university students in scientific and technical subjects ✔️ Flexible learning, remotely or in person, as you wish 📕Description of physics 👌Physics 1 Physics 1 is a foundational physics course often taught in the first year of university or advanced secondary education. The course focuses on the basic principles of mechanics and electricity, and covers the following topics: 1. Physical Quantities and Units: Students learn how to measure, standardize units, and know the differences between vector and scalar quantities. 2. Motion: It deals with the study of motion in a straight line, circular motion, velocity, and acceleration. 3. Newtonian Laws of Motion**: Analyze the forces acting on objects using Newton's three laws. 4. Energy, Work, and Power: Explain the relationship between kinetic energy and potential energy and how to calculate mechanical work. 5. Law of Gravity: Study of Newton's law of universal gravitation and its effect on objects. 6. Work, Energy, and Energy Conservation: Covers the concepts of work and energy and how energy is transformed between its different forms. 👌Physics 2: Physics 2 is a continuation and deepening of the concepts studied in Physics 1, but with a greater focus on the topics of electricity, magnetism and waves, and includes: 1. Static electricity: It deals with the study of electric charges, electric field, electric potential, and Coulomb's law. 2. Electric Current and Resistance: Understand electric current, electrical resistance, and Ohm's Law. 3. Magnetic fields: Study of the relationship between electricity and magnetism, the magnetic field produced by an electric current, and Faraday's law. 4. Electrical Circuits: Study of simple and complex electrical circuits such as DC and AC circuits. 5. Waves and Sound: The study of mechanical and acoustic waves, frequency, wavelength, and the speed of sound in different media. 6. Light and Optics: Study of the nature of light, reflection, refraction, and lenses. Physics 2 requires students to be able to deal with mathematical and analytical concepts to explain electrical, magnetic and optical phenomena. 📗Mathematics description 👌Mathematics 1 (secondary or university preparatory stage): 1. Algebra: Dealing with equations and algebraic sentences, analyzing equations of the first and second degree. 2. Limits and Continuity: Study the behavior of functions when the values of the variable approach a certain point, and learn about the concept of limit. 3. Differentiation: The study of time rates of change, the concept of the derivative, and how to apply it to solving problems. 4. Trigonometric functions: Study of trigonometric functions (sine, cosine, tangent) and their various applications. 5. Logarithms: Study of logarithms, their laws, and their use in solving equations. 👌Mathematics 2 (advanced levels): 1. Integration: The study of integrals, both definite and indefinite, and their use in calculating areas and volumes, and analyzing antiderivatives. 2. Matrices: Study of operations on matrices (addition, subtraction, multiplication), and the use of matrices in solving linear systems. 3. Differential Equations: Solving equations that relate functions and their derivatives, and their applications in physics and engineering. 4. Analytical geometry: dealing with geometric shapes from a mathematical perspective and analyzing dimensions, distances, and angles. 5. Probability and Statistics: Study of probability theories, calculation of expectations, probability distributions and data analysis using statistics. Advanced Mathematics (Undergraduate): 1. Linear Algebra: Study of vector spaces, linear transformations, eigenvalues and eigenvectors. 2. Multiple Calculus: Study of multivariable integrals and three-dimensional applications. 3. Mathematical Analysis: A more in-depth study of limits, continuity, and differentiation using advanced concepts. 4. Number theory: The study of the properties of integers and the mathematical structures associated with them. 5. Numerical Analysis: The study of numerical methods for solving mathematical equations using computers. 📗Mathematics description 👌Mathematics 1 (secondary or university preparatory stage): 1. Algebra: Dealing with equations and algebraic sentences, analyzing equations of the first and second degree. 2. Limits and Continuity: Study the behavior of functions when the values of the variable approach a certain point, and learn about the concept of limit. 3. Differentiation: The study of time rates of change, the concept of the derivative, and how to apply it to solving problems. 4. Trigonometric functions: Study of trigonometric functions (sine, cosine, tangent) and their various applications. 5. Logarithms: Study of logarithms, their laws, and their use in solving equations. 👌Mathematics 2 (advanced levels): 1. Integration: The study of integrals, both definite and indefinite, and their use in calculating areas and volumes, and analyzing antiderivatives. 2. Matrices: Study of operations on matrices (addition, subtraction, multiplication), and the use of matrices in solving linear systems. 3. Differential Equations: Solving equations that relate functions and their derivatives, and their applications in physics and engineering. 4. Analytical geometry: dealing with geometric shapes from a mathematical perspective and analyzing dimensions, distances, and angles. 5. Probability and Statistics: Study of probability theories, calculation of expectations, probability distributions and data analysis using statistics. Advanced Mathematics (Undergraduate): 1. Linear Algebra: Study of vector spaces, linear transformations, eigenvalues and eigenvectors. 2. Multiple Calculus: Study of multivariable integrals and three-dimensional applications. 3. Mathematical Analysis: A more in-depth study of limits, continuity, and differentiation using advanced concepts. 4. Number theory: The study of the properties of integers and the mathematical structures associated with them. 5. Numerical Analysis: The study of numerical methods for solving mathematical equations using computers. 🎯 With extensive experience in teaching and preparing students for exams with guaranteed success! For communication and reservation: via Apprentus

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This summer take advantage of reinforcing and practicing mathematics, physics and chemistry subjects for your next courses. Whether it is high school, first year, or preparatory, you will obtain important knowledge and practices for these subjects. Tasks, evaluations and projects in which you need guidance and advice, it is important to attend to them on time!

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I specialize in tutoring physics chemistry and math for high school and . My goal is to keep students challenged, but not overwhelmed. I seek to make the subjects I study simpler than before through my own method. By following it, you will notice an improvement in your academic level.

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A third-year Physics and Chemistry student at the University of Bordeaux, I have been offering my services as a private tutor for academic support and test preparation for exams and tests for two years now. I adapt to the pace, abilities and difficulties of the student because each one is different and requires the approach that suits them best.