From fraction operations in elementary school to limits in calculus, Avi covers math across a wide range and zeroes in on the conceptual gaps that create confusion later. His approach is to make sure a student actually understands why a method works — like the logic behind cross-multiplication or distributing negatives — so each new topic builds on solid reasoning.

Studying both geology and biochemistry means Aaron constantly translates between mathematical tools — unit conversions in the lab, trigonometric relationships in field mapping, statistical analysis of data sets. He brings that applied perspective to math tutoring, connecting arithmetic, fractions, ratios, and problem-solving strategies to contexts that make the concepts click. Rated 5.0 by students.

From arithmetic fundamentals through multivariable calculus, Edward has tutored nearly every level of math on the map. His chemical engineering coursework at the University of Michigan means he doesn't just know procedures — he understands why a technique works and when to reach for it. He's especially skilled at re-explaining a concept from a completely different angle when the textbook version isn't landing.

I am my strongest and best self when helping others. As an enthusiastic, passionate, and dependable teacher, I am consistently working to share and engage with the material I love.

An electrical engineering degree requires surviving the full gauntlet of university math — from linear algebra and differential equations to discrete structures and probability. Oluwatosin draws on that depth to teach math at every level, whether a student is working on fraction operations or tackling multivariable integration. His 4.8 rating speaks to how clearly he breaks down even the trickiest problems.

Engineering and pre-med at Nebraska–Lincoln means Guillermo lives in math daily — from calculus-heavy physics problem sets to the quantitative reasoning baked into his science coursework. That constant exposure keeps him sharp across the full spectrum, but he's especially good at breaking down algebraic structures and showing students the connective tissue between topics they thought were unrelated. Rated 5.0 by students, with a 32 ACT to back it up.

Erika covers math from pre-algebra through calculus, and her 34 ACT score reflects comfort across the full range. She's particularly effective at translating word problems into equations — that critical step where many students freeze — by teaching a consistent setup process that works whether the topic is linear systems or integration.

Jeremy treats math as a chain where every link matters — if a student is struggling with fractions in a word problem, he traces the gap back to whatever foundational concept got skipped or rushed. His engineering background means he's worked through everything from basic arithmetic to calculus under real deadline pressure, and he brings that practical, no-nonsense approach to every session.

Classical language study is surprisingly math-adjacent — it demands the same pattern recognition and logical sequencing that algebra and pre-calculus require. Zachary teaches math by emphasizing how to read a problem carefully, identify what's actually being asked, and map out a solution step by step before reaching for a formula. He covers subjects from pre-algebra through calculus and scored a 1480 SAT, which speaks to his quantitative chops.

Someone who nearly switched his major from computer science to mathematics purely out of love for the subject, Matthew brings genuine enthusiasm to everything from fractions and ratios to quadratic equations. He breaks problems into logical steps — a habit built from writing code — so students see the reasoning behind each operation instead of just following a procedure. Rated 4.9 by students.

James teaches math across levels from foundational algebra through calculus, and his approach leans heavily on making abstract concepts concrete before moving to procedural steps. His statistics expertise — developed through graduate-level research in psychology — means he's especially sharp at connecting mathematical reasoning to real data and practical problem-solving.

Oen's 32 ACT composite reflects genuine comfort with quantitative reasoning, and his computer science coursework at Grinnell keeps him immersed in math daily — from algebraic manipulation to applied problem-solving. He breaks down word problems and multi-step equations by identifying what's actually being asked before jumping into calculations.