Apprendre les mathématiques
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.
Langues parlées : Anglais, Français, Roumain
À PROPOS DU PROFESSEUR
I am a U4 student in Electrical Engineering at McGill University. 1 on 1 math tutoring with a bunch of my colleagues in the Electrical Engineering department, as well as tutoring my friends throughout high school.
I, myself, have been tutored in Math throughout highschool, and I am thus familiar with the common practices/types of exercises used to reinforce knowledge.Easy going, open-minded, and most importantly patient. Can relate to students who struggle with math and loves to approach effective ways of learning to reach maximum results in the minimum amount of time. A firm believer in visual teaching/learning.
Love sports, technology, music..
FORMATION DU PROFESSEUR
Math & Science high school diploma, Colegiul Mircea cel Batran, Valcea, Romania, 2008.
Teccart, DEC Telecommunications, 2011.
McGill University bachelor of Engineering, Electrical Engineering, 2015.
EXPÉRIENCE DU PROFESSEUR
Math - Pre, Intermediate, Advanced Calculus, Alegbra I and II, Complex Variables with Applications, 3D + 2D Geometry - Advanced Topics, Numerical Methods.
Physics - Mechanics, Fluids, Thermodynamics, Rotational Bodies, Quantum Physics, An Introduction to Astrophysics.