From basic arithmetic through algebra and into trigonometry and calculus, Luke has taught math at nearly every level. He zeroes in on the specific step where a student's understanding breaks down — whether that's setting up word problems, manipulating fractions, or grasping what a variable actually represents — and rebuilds confidence from that exact point.

From basic algebra through pre-calculus and into business math, Frank has privately tutored dozens of students across the full span of secondary and college-level math. He's especially strong at bridging the gap between arithmetic fluency and algebraic thinking, breaking down word problems and multi-step equations into clear, repeatable strategies.

Linguistics graduate work is surprisingly math-adjacent — Benjamin's research involves formal logic, set theory, and statistical modeling of language data, all of which sharpen the kind of structured thinking that drives success in math. He brings that analytical precision to topics like algebraic manipulation and proportional reasoning, walking students through each step until the logic clicks rather than just the procedure.

Whether it's fractions tripping up a middle schooler or order of operations causing confusion, Saad zeroes in on the specific gap holding a student back before layering on new material. His finance background means he's constantly doing mental math and modeling — skills that keep his number sense sharp across every level of math.

Sam's economics training at Vanderbilt kept him immersed in quantitative reasoning — modeling relationships, interpreting graphs, and solving multi-step problems under pressure. He lists Algebra as one of his strongest subjects and approaches math by connecting abstract procedures to the logic behind them, so students understand why they're distributing, factoring, or isolating a variable instead of just following steps mechanically.

Dexter's three undergraduate degrees and economics training mean he's spent serious time with algebra, functions, and applied math across multiple contexts. He breaks down problems by identifying what type of reasoning they require — whether that's setting up equations from word problems, interpreting graphs, or working through multi-step calculations — so students build real problem-solving instincts.

Quick quizzes at the end of each session are Stella's signature move — they reveal whether a student actually internalized a concept like fraction operations or order of operations, or just followed along in the moment. Her teaching spans elementary math through calculus, so she can pinpoint exactly where a gap started and address it at the root.

While math isn't Maureen's primary specialty, her analytical training across multiple graduate programs gives her a structured approach to breaking down problems step by step. She's particularly effective at translating word problems into equations and building the kind of organized problem-solving habits that make algebra and foundational math click.

From arithmetic fundamentals through calculus and competition-level problem solving, Gregg's master's in math gives him the range to teach across the entire K-12 math spectrum. He's especially effective at diagnosing the specific conceptual gap — often buried two grade levels back — that's causing a student's current frustration. That diagnostic instinct, reflected in his 4.9 rating, means sessions target the real problem rather than just tonight's homework.

Psychology research methods gave Joseph a working fluency with statistical reasoning, data interpretation, and the kind of algebraic manipulation that underpins experimental design — so while math isn't his headline subject, he's genuinely comfortable with it. His creative writing side means he's unusually good at re-explaining a concept three different ways until one version lands, especially for students who freeze up when a problem looks unfamiliar.