Advert description
As a tutor, I feel I aim to provide an academic-strengthening journey for each and every one of my students. My 1:2:1 sessions are best described as an interactive gym session, where we work alongside each other, encouraging an environment of confidence to enable my students to attack their practice questions, homework, mock exams, and coursework assignments stress-free.
As a recent university student myself, in my experience, my attention to detail and focus are what contributed greatly to much success at IB, undergraduate, and graduate levels. I aim to instil a sense of passion for the given subject into each of my students, guiding them to understand real-life applications & explanations of commonly only theoretically taught concepts.
Across the past 2 years, I've noticed that the students who made the connections between the course content and real-life implementations of the tested content performed with more confidence than those who did not.
Outside of purely Economics, I've demonstrated a well-rounded base of knowledge through my achievements during my IB Diploma, which I received from a boarding school based in Oxford. Within this course, I covered Mathematics, Analysis and Approaches, Physics, and Economics. I am available for both in-person and online support, I live locally to London and am happy to commute on a case-by-case basis. I offer lessons in both English and Italian.
Topics on within A-level Mathematics and Mathematics within relation to Economics:
A-level Topics -
Proof and mathematical arguments.
Algebra & functions (polynomials, factorisation, inequalities, function composition/inversion).
Coordinate geometry (lines, circles, gradients, distance, midpoints).
Sequences & series (arithmetic/geometric, sigma notation, binomial expansion).
Trigonometry (identities, equations, small-angle approximations).
Exponentials & logarithms.
Calculus, differentiation (rules, maxima/minima, rates of change).
Calculus, integration (indefinite/definite, area under curve, basic techniques).
Numerical methods (root-finding: Newton / bisection, iteration).
Vectors (2D/3D vector algebra, dot product, equations of lines/planes).
