Award-Winning Math Tutors
serving Detroit, MI

Certified in secondary math and experienced across everything from pre-algebra through calculus, Rebecca is the kind of tutor who can trace a student's confusion back to the exact earlier concept that didn't click. She teaches math as a connected chain of ideas — showing, for instance, how proportional reasoning in middle school becomes the foundation for slope and eventually derivatives.

A linguistics degree trains you to see structure in everything — and Nicole applies that same structural thinking to math, breaking down word problems and multi-step operations into their underlying logic. Her MA in Education and years teaching across languages mean she's practiced at explaining abstract concepts multiple ways until one lands. Rated 4.9 by her students.

A civil engineering degree means Ashley didn't just study math — she used it daily to solve real structural and environmental problems. She covers everything from fractions and ratios through algebraic reasoning, connecting each concept to practical scenarios that make abstract operations feel purposeful.

While math isn't Joanne's primary discipline, she teaches algebra and calculus with the same clarity she brings to her English instruction — breaking word problems into manageable steps and translating abstract notation into plain language. Her 1450 SAT score speaks to her own comfort with quantitative reasoning across subjects.

Sierra's primary expertise is in writing and communications, but her journalism training required enough data literacy — interpreting charts, working with percentages, understanding basic statistical claims — that she's comfortable tutoring foundational math concepts. She's especially useful for students who struggle with word problems, since her entire career revolves around translating between plain language and structured information.

From early arithmetic through algebra and into calculus, Arianna has tutored nearly every level of math — and she knows that gaps in foundational skills like fractions or order of operations are usually what makes later topics feel impossible. She's a Dartmouth-trained problem solver who traces confusion back to its source rather than just re-explaining the current lesson. Her 4.8 rating speaks to how well that approach works.

From tutoring algebra in high school to tackling the quantitative reasoning behind pharmacology in med school, Ishan has stayed close to math at every stage. He's especially sharp at bridging the gap when students transition from arithmetic thinking to algebraic thinking — translating word problems into equations, manipulating expressions, and understanding what variables actually represent.

Sheyna's special education training gave her something most math tutors lack — a deep understanding of how different learners process sequential, multi-step reasoning, which is exactly where math tends to fall apart for students who've been told they're just 'not math people.' She teaches across pre-algebra through calculus, and her approach leans heavily on breaking problems into smaller cognitive chunks that build confidence at each stage. Her background in psychology also means she reads frustration early and reframes the problem before a student checks out.

Jonathan ties math concepts to whatever a student actually cares about — turning a skateboarding trick into a rate problem or a music playlist into a ratio exercise. His psychology background from Johns Hopkins gives him a sharp read on where a student's understanding breaks down, so he can rebuild the logic step by step. Rated 5.0 by students.

Jonah teaches math across a wide span — from arithmetic fundamentals through algebra, geometry, and into calculus — which means he understands exactly where gaps from earlier years create confusion in later ones. When a student struggles with, say, factoring polynomials, he can trace the issue back to the specific fraction or order-of-operations concept that never fully clicked. That diagnostic approach, plus a 32 ACT and 1440 SAT, earns him a consistent 5.0 from students.

Anthony covers math fundamentals — fractions, decimals, order of operations, basic equations — with an emphasis on making sure each concept clicks before moving to the next. He's patient but direct, and he pushes students to show their reasoning rather than just arrive at an answer.

From arithmetic foundations through calculus, Hamid has tutored math at nearly every level and knows exactly where common gaps hide — a shaky grasp of fractions that sabotages algebra, or weak number sense that makes word problems feel impossible. His neuroscience training keeps him grounded in applied math, so he consistently ties abstract concepts back to problems students can visualize.

Mechanical engineering doesn't let you fake your way through math — Samantha's BS required everything from calculus to differential equations to applied problem-solving under pressure, and she carried that into a professional engineering career. She's especially strong at showing students how arithmetic concepts evolve into algebraic ones and eventually into the tools that actually build things, giving each topic a clear reason to exist.

Chemical engineering graduate work is essentially applied math under pressure — differential equations, linear algebra, numerical methods, optimization — and Raha has done it twice over while simultaneously pursuing a computer science master's. That dual track means she can approach a problem like solving systems of equations from both a pure math angle and a computational one, giving students multiple ways to understand what's actually happening. She teaches everything from pre-algebra through calculus 3 and has been tutoring across age groups since her undergraduate years.

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 fraction operations in middle school to early algebraic reasoning, Israa builds each concept visually before moving to abstract notation. Her science background means she constantly ties math back to real measurement and problem-solving contexts, which tends to click for students who wonder when they'll ever use this stuff.

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.

From fraction operations in middle school to integration techniques in college calculus, Andrew covers the full spectrum of math — and his 1550 SAT score confirms the fundamentals are rock-solid. Studying mechanical engineering at Yale keeps him applying math daily, which means he can show students exactly where each concept leads.

Teaching math from pre-algebra through calculus, David spots the exact concept — whether it's fraction operations, function notation, or rate-of-change reasoning — where a student's understanding breaks down. His chemistry degree required heavy quantitative problem-solving, so he's comfortable translating abstract math into concrete applications that make the "why" behind a procedure visible. That range across math levels, rated 4.9 by students, means he can meet a wide variety of needs.

Lulu's background spans psychology, accounting, and education — all fields that lean heavily on quantitative reasoning. She tackles math by connecting procedures to their purpose, whether that means showing why order of operations matters in a real calculation or explaining how fractions and ratios show up in everyday financial problems.

Philosophy PhD training is essentially applied logic — constructing proofs, identifying formal fallacies, working through symbolic notation that overlaps directly with algebraic and set-theoretic reasoning. Anthony leans on that rigor when tutoring math, treating each problem as an argument where every step needs justification, which tends to click for students who struggle with the "just follow the procedure" approach.

From basic fraction operations through early calculus concepts, Raveena covers a wide range of math and zeroes in on the step where a student's understanding actually breaks down. Her mathematics minor and experience tutoring elementary through high school students means she can adjust explanations on the fly — using visual models for younger learners and algebraic reasoning for older ones. Rated 4.9 by students.

From fraction operations in middle school to integrals in college, Lane covers the full math pipeline and knows exactly where the common stumbling blocks sit at each level. His mechanical engineering degree required calculus, linear algebra, and differential equations daily, so he can explain not just how to solve a problem but why the method works — which makes the next problem easier too.

Teaching math across elementary through calculus levels, Rae adapts her explanations to wherever a student is struggling — whether that's long division, solving systems of equations, or understanding derivatives. Her economics background keeps her grounded in applied math, so she naturally connects abstract procedures to problems that have a point.

From arithmetic fundamentals to pre-algebra and beyond, Ashley has tutored students across grades 1–8 in hands-on settings like robotics workshops and FIRST Tech Challenge teams. That experience taught her to spot exactly where a student's understanding breaks down — whether it's fractions, ratios, or order of operations — and rebuild from that point.

Eric covers math from pre-algebra through calculus, but his real strength is diagnosing exactly where a concept broke down and rebuilding from that point. Whether a student is struggling with fraction operations or tackling limits for the first time, his approach is methodical — he connects each new idea to something the student already understands.

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 basic algebra through AP Calculus BC, Pratik covers a wide range of math and knows where the stumbling blocks tend to hide — sign errors in factoring, confusion around limits, or the jump from arithmetic to abstract reasoning. His 1550 SAT and 35 ACT reflect genuine comfort with quantitative thinking, and he tailors each session to the specific concept a student is stuck on rather than re-teaching an entire chapter.

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!

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.

Eric's approach to math leans on the same structured problem-solving he used throughout his academic career — identifying what a problem is actually asking before jumping to procedures. He's particularly effective at walking through word problems and algebraic reasoning, where careful reading and organization matter as much as computation.

Sreya's chemistry and computer science coursework at Michigan means she uses math daily in contexts that go well beyond textbook exercises — from stoichiometric calculations to algorithmic logic. She's particularly sharp with algebra, functions, and the kind of multi-step problem solving where students know individual steps but can't string them together. A 36 ACT and 1580 SAT back up her comfort across the full range of high school math.

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.

Biomedical engineering at Michigan means Nikhil lives in math daily — differential equations modeling biological systems, linear algebra for signal processing, statistics for lab data — so the algebra and calculus he tutors are tools he actually uses, not just textbook exercises. That engineering mindset shows up in how he teaches: every formula has a reason, every step in a derivation connects to something concrete. Rated 5.0 by students.

From basic fraction operations to calculus-level integration, Douglas covers the full math pipeline with the fluency that comes from an engineering degree built on applied mathematics. He's especially effective at showing students why a method works — not just the steps — so that when a problem looks slightly different on a test, they aren't thrown off.

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.