Amber covers math from elementary arithmetic through calculus and statistics, which means she understands how gaps at one level create confusion at the next. She's especially effective at diagnosing where a concept first went sideways — whether that's fraction operations, function notation, or algebraic reasoning — and rebuilding understanding from that exact point. Her 35 ACT and 1570 SAT confirm the depth of her own quantitative skills.

Patrick scored a 35 ACT and 1560 SAT, both of which demand serious quantitative reasoning under pressure. While English is his primary domain, he teaches math with the same analytical precision he applies to language — breaking word problems into their logical components and making sure students understand the reasoning behind each step rather than just the procedure.

An Applied Math major who scored 1570 on the SAT, Sophie sees math as a connected web of ideas rather than isolated procedures. Whether a student is working through fraction operations or tackling quadratic equations, she traces each concept back to the reasoning underneath it so the next topic feels like a natural extension — not a brand-new puzzle.

Karann's dual degree in Biological Engineering and Biological Sciences means math was never just a standalone subject — it was the tool for modeling real systems, from population growth curves to fluid dynamics. That applied perspective makes abstract concepts like ratios, proportions, and multi-step problem solving click for students who wonder when they'll ever use math outside a classroom.

Every math struggle has a root cause — sometimes it's a gap in number sense from years ago, sometimes it's a conceptual leap that hasn't been explained clearly enough. James's training in cognitive skill-building taught him to pinpoint those gaps quickly, whether a student is working through basic operations or tackling word problems that require multi-step reasoning.

Holding a B.S. in Mathematics, Richard covers everything from foundational arithmetic and fractions through algebra, geometry, trigonometry, and into calculus. He's particularly skilled at identifying the exact conceptual gap that's causing a student to struggle — whether it's number sense, variable manipulation, or function behavior — and addressing that root issue directly.

Not every math tutor comes from a pure STEM background, and that can actually be an advantage — Sarah explains arithmetic, fractions, and early algebra concepts in plain language rather than assuming the notation is intuitive. Her teaching experience spans pre-K through university, so she's skilled at matching explanations to a student's developmental level and building confidence alongside competence.

Whether a student is tackling fraction operations or early calculus, Maddy zeroes in on the specific step where confusion starts and rebuilds understanding from that point forward. Her 33 ACT score and business coursework at Vanderbilt reflect a quantitative fluency she applies across math levels. She holds a 5.0 rating from students.

Madeline's science career runs on math — from calculating dilution ratios in the lab to interpreting statistical results in research papers. She tackles arithmetic, fractions, word problems, and early algebra by connecting each concept to something tangible, so students understand the reasoning behind each step instead of just following procedures.

From pre-algebra fundamentals through multivariable calculus, Michael's physics training means he constantly connects math to something tangible — a rate of change becomes velocity, a system of equations becomes a circuit. He's especially effective at bridging the gap when students transition from arithmetic thinking to algebraic reasoning and suddenly feel lost.

Jacob's 33 ACT composite reflects real comfort with math fundamentals, and he brings a structured, step-by-step approach to topics like algebraic manipulation, word problems, and equation solving. His teaching style emphasizes understanding the logic behind each operation so students can adapt when a problem looks unfamiliar rather than freezing up.

An applied mathematics degree from Johns Hopkins means Shona doesn't just know how to solve math problems — she understands the underlying structures connecting arithmetic to algebra to calculus. Whether a student is stuck on fraction operations or wrestling with early equation-solving, she traces the logic behind each step so the next concept clicks faster.