Samuel's statistics training at the University of Chicago gave him deep fluency with everything from algebraic manipulation to probability and functions. He connects abstract math concepts to logical reasoning so that students understand *why* a method works, which makes it far easier to apply when a problem looks unfamiliar.

A mechanical engineering degree from the University of Delaware — with a math minor on top of it — means Matt has worked through everything from basic arithmetic properties to multivariable calculus and applied statistics. He breaks problems into smaller, manageable steps and teaches students how to check their own reasoning so they catch mistakes before they snowball. Rated 5.0 by students.

Elise pairs her teaching experience across elementary and middle school math with a Special Education certificate, giving her a toolkit for breaking down number sense, fractions, and early algebraic thinking in multiple ways until a concept clicks. She's particularly skilled at identifying where a gap in understanding started and rebuilding from that exact point. Her 5.0 rating speaks to how well that approach works.

A math degree gives Elizabeth the ability to spot exactly where a concept breaks down for a student — whether it's fraction operations, proportional reasoning, or the jump from arithmetic to algebraic thinking. She treats each mistake as diagnostic information rather than something to simply correct, then targets the underlying gap. Rated 4.6 by students.

From fraction operations to basic equation solving, early math concepts build on each other in ways that punish gaps in understanding. Mary identifies exactly where a student's reasoning breaks down — whether it's place value, order of operations, or translating word problems into expressions — and teaches step-by-step strategies that make each concept stick before moving on.

Sophie's academic life is rooted in literature and cultural studies, not equations — but her ACT score of 31 and her calculus tutoring experience show she's genuinely comfortable with the quantitative side. Her graduate training in close reading and structural analysis actually sharpens how she teaches problem setup, especially for students who freeze when they see a word problem and need someone to help them decode what's being asked before diving into computation. Rated 5.0 by students.

Daniel covers foundational math concepts like fractions, proportions, and basic equation-solving, approaching each problem as a logic puzzle rather than a rote procedure. His 32 ACT composite reflects comfort with quantitative reasoning, and he's patient enough to walk through each step until the method clicks.

From simplifying fractions to solving equations, Blaque has a track record of moving middle and high school students up one to two grade levels in math. Blaque's approach zeroes in on the specific concept causing a bottleneck — whether that's integer operations, order of operations, or translating word problems into expressions — so progress isn't stalled by a single gap.

Not every math tutor needs to be a math major — sometimes what a struggling student needs most is someone who can explain arithmetic, fractions, or word problems in plain language without skipping steps. Monica's experience teaching young learners at the elementary level means she's practiced at slowing down and making abstract number concepts concrete and visual.

Whether a student is stuck on fractions or working through pre-calculus, Ian adjusts his explanations to match exactly where the confusion starts. He teaches across the full K-12 math spectrum and emphasizes building number sense and problem-solving instincts that carry forward into harder courses. His 1530 SAT speaks to the kind of quantitative reasoning he brings to every session.

Casey's computer science coursework at UW-Milwaukee runs on math — from discrete structures to linear algebra — so he's spent years translating abstract formulas into practical problem-solving steps. Whether a student is stuck on fractions or working through word problems, he breaks each concept down to the underlying logic before moving forward.

Joseph covers math from elementary arithmetic through pre-algebra, algebra, and geometry, making him a strong fit for students who need someone consistent across multiple grade levels. He's especially effective at translating word problems into mathematical steps — a skill that trips up students who understand procedures but freeze when the context changes. His education training keeps lessons structured and scaffolded so concepts build on each other.

Taylor holds a bachelor's degree in mathematics, which means she doesn't just know the procedures — she understands why they work. Whether a student is stuck on fraction operations or wrestling with logarithmic equations, she unpacks the underlying logic so the next problem doesn't feel like starting from scratch. Rated 5.0 by students.

Kelly's strengths live squarely in the humanities — history, literature, writing — so she approaches math the way a careful reader approaches a difficult text: slowly, structurally, one piece at a time. That makes her a good fit for students who struggle with math precisely because no one has ever explained it in plain language, walking through word problems and multi-step processes with the same clarity she'd bring to breaking down an essay prompt.