Between her biology and pre-med coursework, Ruth has used math as a working tool — applying algebra to dosage calculations, statistics to research data, and calculus to rate-of-change problems in the sciences. She explains mathematical concepts by connecting them to tangible applications, which is e...

Psychology research is surprisingly math-heavy — probability, descriptive statistics, and algebraic reasoning show up constantly in Martha's PhD work at Michigan. She applies that practical perspective when teaching math concepts, connecting abstract operations to tangible problems so students see w...

From fractions and ratios to linear equations and basic geometry, Jason breaks math problems into clear, repeatable steps that students can apply on their own. His business background means he's constantly using quantitative reasoning — percentages, proportions, data interpretation — and he brings t...

Mary's rigorous liberal arts curriculum at NYU Abu Dhabi included coursework across disciplines, and she brings a structured, step-by-step clarity to math concepts like algebraic manipulation and function analysis. She's particularly effective with students who consider themselves "more of a writing...

A physics PhD means living inside math every day — calculus, linear algebra, differential equations, and everything that builds up to them. Michael connects abstract math procedures back to concrete reasoning, so when a student encounters a new type of equation or word problem, they understand the s...

From arithmetic fundamentals through calculus, Suzie connects math concepts to the reasoning behind them so students aren't just following steps blindly. Her engineering background means she's used every branch of math in applied settings — calculating reaction rates, modeling biological systems, op...

While Skyler's primary expertise is in language and writing, she also tutors math and scored a 1510 on the SAT, which requires strong quantitative reasoning. She's particularly effective with students who consider themselves "not math people" — her background in linguistics gives her a knack for exp...

While math isn't Ceren's primary focus, her analytical training and ACT score of 31 mean she's comfortable tackling foundational and intermediate concepts like fractions, proportions, and basic algebraic reasoning. She brings a patient, step-by-step approach that's especially useful for students who...

From simplifying algebraic expressions to tackling early calculus concepts, Kirby approaches math as a language that builds on itself — so she pinpoints exactly where a gap formed before stacking new material on top. Her quantitative coursework in biochemistry and biostatistics keeps her sharp acros...

Scoring a 1570 SAT and 35 ACT reflects real fluency with math at every level, from fraction operations to function analysis. Megan's engineering background means she doesn't just show students the steps — she explains the underlying logic so that new problem types feel approachable rather than unfam...