Tutoring Courses

Enseño: funciones, límites, derivados, integración, seq y series (todas las pruebas), vectores, 3D, integrales de línea + superficie, y más.

I teach: functions, limits, derivatives, integration, seq & series (all tests), vectors, 3D, line + surface integrals, and more.

I teach all levels of calculus, using example sheets and course notes from Cambridge University, as well as my own plans that I devised during my studies.

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Qualquer nível, qualquer objectivo, me liga para ajuda.

Whatever level, whichever course, get in touch and I'll help.

O meu jeito de ensinar é naturalmente suave. Quero que o aluno aprende conceitos bem e se virar mais forte em matemática, para continuar com curiosidade. Por outro lado se alguém não tem tempo para entender de vagar estou bem acostumado de ensinar matemática de um jeito mais condensado.

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Mis estudiantes van desde estudiantes de secundaria hasta estudiantes que buscan ayuda para ingresar a la universidad, a estudiantes universitarios que necesitan ayuda con sus exámenes.

My students range from high school students, to students looking for help getting into university, to university students needing help with their exams.

The first (trial) lesson will be to see where you have issues across your subjects, and to then devise a plan for you to tackle your problems and to further enhance your mathematical capabilities.

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Mathematics Grade 4 to Grade 9: Time tables, Short Division, Long Division, Patterns, Integers, Decimals, Percentages, Fractions, Operations with Fractions, Statistics, Probability, Data Analysis, Geometry, Word Problems.

Matemáticas Grados 4 hasta Grado 9: Tablas de Multiplicación, División Corta, División Larga, Modelos, Enteros, Decimales, Fracciones, Operaciones con Fracciones, Estadística, Probabilidad, Análisis de Datos, Geometría, Problemas de contexto.

My teaching approach is this: always explain the theory behind the topic, using examples and real life applications. I adapt my explanations to the student needs, so he/ she clearly understand what I'm trying to communicate. My goal is build the student's confidence in himself/ herself. My motto is: "Anybody can understand Math, if it is properly taught!".

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Coffee shop

Bohr's atom, de Broglie wavelength, wave-particle duality of light, blackbody radiation, Schrodinger equation, Planck's equation/observations, Born's probability density function, quantum uncertainty principle, etc.

Longueur d'onde de Broglie, l'atome selon Bohr, la dualité de la lumière, radiation des corps noirs, l'équation de Schrodinger, l'équation de Planck et ses observations, la fonction de Born decrivant la densité de probabilité, le principe d'incertitude quantique, etc.

Theory includes development of the fundamental experiments that have led to the quantum knowledge we posses today, coupled with the mathematical derivations needed to arrive at these equations

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Kirchhoff law, Ohm's law, soldering, induction, magnetism, solving circuits, active/passive elements, circuit equations, building circuits on breadboards, circuit design implementation testing and improvements, amplifiers, TV circuitry, AM/FM, impedance matching, circuit tuning, smith chart, etc.

Lois de Kirchhoff et d'Ohm, induction, magnetisme, équations liées aux circuits, éléments actifs/passifs, design/implementation/tests, amplificateurs, circuits de TV, AM/FM, soudure, abaque de Smith, adaptation d'impedance, etc.

In-depth, extensive view of circuit concepts and applications. The course is unique in that there are hands-on practical circuit building (including soldering, testing on oscilloscopes, etc.) sessions within each part of the course.

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Trig + Geometry 2D + 3D, everything that touches it including functions, series, sequences, derivation, integration, visual mapping, etc.

Tout ce qui touche la trigonométrie + géométrie.

Applications within the electrical engineering field. Visual approach is the best approach when dealing with the unit circle, and consequently anything trigonometric, or geometry related. There is no easier way of understanding this subject than just 'drawing it out'.

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Functions (log, trig, exp, equations, inequalities, graphing functions), limits (definition, properties, continuity, computation), derivatives (definition, rules,chain rule, partial), integration (all techniques + applications), seq & series (all tests), vectors, 3D, line + surface integrals, etc.

Fonctions (log, trig, exp, equations, inequalites, fonctions graphiques), limites (defintions, proprietes, continuite, computation), derivation (definition, lois, der. partielles), integration (toutes les methodes + applications), sequences et series, vecteurs, 3D, etc.

Visual learning is my approach of choice. I believe the easiest and most intuitive way of learning math is through visual representation, thus I reinforce the ''seeing is believing'' method whenever possible. Having been learning math since the age of 5, I have become proficient in teaching and reinforcing concepts through explanations, problem solving and most importantly through applications that keep the student interested and engaged.

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दर्शन का आरंभ

This course will deal with the beginning of philosophy in the west (with the Greeks) and also in the east (with Indian scholars).

The course can be tailored according to the need of the student. If need be, more discussions can be held on particular texts or writers. The subjectivity of the student and open discussions will be highly appreciated.

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दार्शनिक अध्ययन; पूर्व दार्शनिक अध्ययन; पश्र्चिम दार्शनिक अध्ययन

I make an attempt to go to the ground level and approach the original texts for the conceptual studies. The classes will implore the students to think out of the box and come up with their analytical findings.

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University

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