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 structure behind it rather than relying on pattern-matching alone.

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 explaining arithmetic, pre-algebra, and foundational concepts in plain, precise language.

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 why a technique matters before drilling it. Rated 5.0 by students, she's comfortable across topics from fractions and proportions through introductory calculus.

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 unfamiliar. She holds a 5.0 rating across her sessions.

While English is Sophia's home base, her 36 ACT composite means she performed at the top percentile on the math section as well. She's a strong fit for students who need to solidify core concepts — algebraic manipulation, word problems, proportional reasoning — especially when those gaps are holding back standardized test scores.

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, optimizing processes — and she brings that practical fluency to every session. Rated 5.0 by students.

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 especially useful for students who wonder when they'll ever use what they're learning.

From arithmetic fundamentals through calculus, Ajay's approach is to make sure a student understands the reasoning behind each step rather than just replicating a procedure. His biochemistry background at Michigan keeps him fluent in applied math — unit conversions, proportional reasoning, and interpreting graphs — which grounds abstract concepts in problems students can actually visualize. Rated 4.5 by students.

I am a learner for life and I love sharing my knowledge with others. I have tutored middle-school students for one year and university students for two years. My focus is mainly on mathematics, chemistry, and related fields. I have degrees in both mathematics and biomedical engineering so I cover a lot of ground in the physiological sciences, computer programming, and statistics as well. Taking tests is one of my strong points and I have some killer strategies to share!

Megan's undergraduate biology degree from the University of Michigan required a strong math foundation — calculus sequences, statistics, and quantitative reasoning were daily tools. While her doctoral focus shifted to literature, she still brings that analytical precision to math tutoring, particularly for students who need someone to explain concepts verbally and contextually rather than purely through notation. She's a good fit for students in pre-algebra through early calculus who benefit from a patient, language-oriented teaching style.

From arithmetic fundamentals through calculus, Kerry adapts her approach based on where a student's understanding actually breaks down — whether that's fraction operations, function notation, or integration techniques. Her 33 ACT composite reflects the kind of broad math fluency that lets her explain the same concept multiple ways until one clicks.

Eva scored a 1530 SAT and 35 ACT, both of which required serious math chops, and she tutors algebra and calculus alongside her English-heavy course load. She's a particularly good fit for students who think of themselves as "English people" struggling with math, because she knows how to translate abstract procedures into logical, step-by-step reasoning that makes sense to verbal thinkers.

A computer science major uses math constantly — from discrete structures to calculus-based proofs — and Henry leans on that daily practice when tutoring. He's particularly strong at connecting abstract math concepts like functions, sequences, and algebraic reasoning to tangible problems students can visualize and solve step by step.

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 that practical fluency into every session.

From fraction operations in elementary school to limits in calculus, Nikitha covers the full math pipeline and knows exactly where each concept feeds into the next. She leans on discussion over drill, asking students to explain their reasoning so gaps in understanding surface before they snowball. Her 5.0 rating speaks to how well that approach clicks.

Having struggled with math herself through middle and high school, Surina knows exactly what it feels like when a concept refuses to click — and she knows which foundational gaps are usually the culprit. Her science-heavy path through microbiology and into dental school kept her doing quantitative work (dosage calculations, data analysis, research statistics) long after her last formal math class, so she's comfortable across everything from arithmetic through calculus. She holds a 5.0 rating and a 1520 SAT.

Scoring a 35 ACT and heading to the University of Michigan as a math major, Phil has the kind of deep numerical fluency that lets him explain concepts multiple ways until one clicks. Whether a student is struggling with fraction operations in middle school or tackling function transformations in high school, he pinpoints exactly where understanding breaks down and rebuilds from that spot.

From fraction operations in elementary school to derivatives in calculus, Trishani has tutored math across every level and earned a 1400 SAT along the way. She pinpoints exactly where a concept breaks down — whether it's setting up word problems, manipulating algebraic expressions, or understanding what a graph is actually saying — and rebuilds from that specific gap. Her 5.0 rating speaks to how well that targeted approach works.

Breaking down multi-step problems into smaller, manageable chunks is second nature for Rachel, whose special education training taught her to identify exactly where a student's understanding breaks down — whether it's place value, fractions, or the transition from arithmetic to algebraic thinking. She uses concrete manipulatives and visual models before moving to abstract notation, building genuine number sense rather than rote procedure.

From fraction operations in fifth grade to function notation in tenth, Rebekah has tutored math across a wide span of levels and knows exactly where common misunderstandings tend to pile up. Her approach treats every stuck moment as a puzzle worth reframing — if one explanation doesn't click, she'll find a different angle until the concept lands. Rated 5.0 by students.

Before diving into biochemistry and medicine, Uchenna built his quantitative skills through years of math coursework — and he scored a 1510 on the SAT. He tackles everything from fraction operations and order of operations to early algebraic thinking, connecting each concept to concrete examples so younger learners see the logic behind the steps.

Whether a student is wrestling with fraction operations in pre-algebra or tackling integrals in calculus, William adapts his explanations to the specific concept causing trouble. His engineering science degree required math at every level, so he understands how each topic — ratios, linear equations, polynomial functions — feeds into the next. That big-picture view makes it easier to show students why a technique matters, not just how to execute it.

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 feel more at home with words than numbers.

Engineering coursework means Nikki uses math every day — not as an abstract exercise but as a tool for solving real problems involving forces, motion, and design. She breaks down everything from fraction operations and ratios to early algebra so that each concept has a clear reason for existing. Her 5.0 rating speaks to how well that practical approach lands with students.

From fraction operations in middle school to derivatives in calculus, Alexandra has taught across the full math spectrum and knows exactly where conceptual gaps tend to hide. Her psychology background gives her a sharp read on how individual students process quantitative reasoning, so she adapts her explanations — visual, verbal, or step-by-step — to match. Rated 5.0 by students.

From pre-algebra through calculus, Samantha has tutored every level of the math pipeline and knows where students typically stall — the leap from arithmetic to variable thinking, or the moment trig identities stop feeling intuitive. Her science background at the University of Michigan means she constantly ties abstract math to real applications, which tends to make concepts like rate of change or systems of equations click faster.

Whether a student is working through fraction operations or tackling polynomial expressions, Vikhyathi breaks problems into smaller reasoning steps so the logic becomes visible. Her science background at Michigan means she constantly uses math as a tool, which gives her a practical perspective on why each concept matters beyond the worksheet.

From fraction operations in middle school to integration techniques in college, Haley has lived the full math pipeline as a chemical engineering student at Michigan and genuinely enjoys every level of it. She's especially good at identifying the exact spot where a concept stopped making sense — whether that's order of operations, ratios, or early function notation — and rebuilding understanding from there.

Tyler's math instruction grows directly out of his chemistry coursework, where calculus, algebra, and statistical analysis aren't abstract exercises — they're tools for solving real problems. He unpacks concepts like equation manipulation, proportional reasoning, and graphing by connecting each one to a tangible application so the logic sticks.

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 across the topics that trip students up most, like fractions, word problems, and graphing.

From pre-algebra through calculus and discrete math, Vazrik covers the full spectrum — but what sets his approach apart is tying abstract procedures to tangible engineering problems he encounters in his doctoral research. When a student asks "why does this matter," he has a concrete answer ready, which tends to make the mechanics click faster.

From fraction operations in pre-algebra to derivatives in calculus, Jack teaches across the full math sequence and knows exactly where each concept feeds into the next. That big-picture view means he can spot the specific gap — maybe it's negative exponents, maybe it's distributing correctly — that's causing a student to stall. His 1510 SAT score speaks to the kind of precision he brings to quantitative problem-solving.

A biochemistry degree from the University of Michigan means Nicholas solves math problems daily — from algebraic manipulations in reaction kinetics to calculus-based modeling of molecular behavior. He brings that applied perspective into tutoring, connecting arithmetic, fractions, ratios, and equations to real scenarios so the "why" behind each operation actually lands.

Juliane's applied physics degree required serious math — calculus, linear algebra, differential equations — so she brings real problem-solving context to topics that can otherwise feel abstract. Whether a student is working through fractions or tackling integration techniques, she traces each concept back to why it works rather than just drilling the procedure. She's rated 4.9 across her subjects.

From basic operations and fractions through pre-algebra concepts like order of operations and integer rules, Anna covers the math fundamentals that trip students up before they ever reach higher-level courses. Her elementary and middle school teaching background means she knows exactly where conceptual gaps tend to hide — and how to close them before they compound.

From fraction operations in pre-algebra to integration techniques in calculus, Alec covers the full math pipeline and knows exactly where common gaps hide — like students who can solve equations mechanically but freeze when a word problem reframes the same concept. His chemical engineering training at Michigan means math is his daily language, and he explains it with the kind of intuition that comes from constant use. Rated 5.0 by students.

While Julia's primary expertise is in English and writing, her teaching repertoire includes math fundamentals like arithmetic operations, fractions, and basic algebraic reasoning. She approaches math the way she approaches writing — by slowing down to make sure each step makes logical sense before moving on. Her structured, patient style is especially useful for students who feel intimidated by numbers.

Scoring in the 99th percentile on SAT Math wasn't natural talent — Timothy built that skill through a structured self-study regimen the summer before college. He tackles everything from fraction operations and proportional reasoning to quadratic functions, emphasizing the problem-solving logic underneath each procedure so students can adapt when a question looks unfamiliar.

Studying business at the University of Michigan means Sarnath lives in spreadsheets, financial models, and quantitative analysis daily — which keeps his math sharp across everything from algebraic manipulation to the calculus concepts that underpin economic forecasting. He scored a 33 on the ACT and teaches the full range from pre-algebra through calculus, with a knack for showing students how a problem's structure points toward its solution before any formulas get involved.

From pre-algebra through calculus, the biggest stumbling block is usually a gap hiding two or three levels back — a shaky grasp of fractions derailing work with rational expressions, for instance. Adam's engineering training means he uses math as a daily tool and can quickly pinpoint where a concept broke down, then rebuild understanding from that exact point. He's rated 4.9 across his students.