Award-Winning Physics Tutors
serving Appleton, WI

Understanding physics means seeing the same core principles — Newton's laws, conservation of energy, wave behavior — show up in wildly different problems. Amber teaches students to identify which principle applies and how to set up the math, drawing on her strong background in both science and mathematics. Her 5.0 client rating speaks to an approach that makes even tricky free-body diagrams and projectile motion problems feel manageable.

Medical school at the Medical College of Wisconsin demands a command of mechanics, fluid dynamics, and thermodynamics that goes well beyond intro-level physics — Abrahim applies those principles daily in contexts like blood pressure dynamics and respiratory mechanics. His biology degree from UCLA (cum laude) and a 34 ACT underscore the quantitative chops he brings to breaking down force diagrams, energy conservation setups, and multi-step kinematics problems. Rated 5.0 by students.

Kinematics, force diagrams, and energy conservation problems all require translating a physical scenario into math — a skill Karann sharpened through her biological engineering degree and her current work modeling ecological systems. She walks students through each physics problem by first building a clear picture of what's happening physically before touching a single equation.

Thomas's math and statistics training at Carleton means the calculus and vector algebra that derail most physics students are second nature to him — so sessions stay focused on the physics itself, not on untangling the math underneath. He's especially sharp at teaching students to translate a messy word problem into a clean free-body diagram or energy equation, then carry the quantitative work through without losing track of what the numbers mean. Holds a 5.0 rating.

Two physics degrees and a master's in atmospheric and space sciences mean Richard doesn't just know the textbook — he's applied Newtonian mechanics, electromagnetism, and fluid dynamics to research-level problems. He unpacks each concept by building it from first principles, so students develop physical intuition alongside the math.

Aaron's applied math background means he tackles physics problems by unpacking the math behind them — showing why a differential equation describes a spring, or how vector components actually simplify a force diagram. He teaches students to set up problems from first principles rather than hunting for the right formula to plug into. His 5.0 rating speaks to how well that approach translates to real understanding.

Breanna's background is in education and counseling rather than engineering or lab science, but she's taught physics alongside math subjects from pre-algebra through calculus — so she knows exactly where the mathematical scaffolding breaks down for students tackling Newton's laws or energy conservation problems. She's especially effective with students who understand the concepts qualitatively but freeze when it's time to set up equations, bridging that gap between intuition and calculation.

Justin supplements science courses alongside his primary math teaching, which gives him a practical angle on physics: he connects equations to the algebra skills students already have. He's particularly effective at translating word-heavy physics problems into mathematical setups, a crossover skill he practices daily in his classroom.

Joseph's background is in education and history, not physics — but his Special Education master's means he's trained to diagnose exactly where a student's understanding breaks down and rebuild it step by step, which matters enormously when a student is lost somewhere between Newton's second law and the free-body diagram they're supposed to draw. He approaches physics problems as reading comprehension exercises first, teaching students to decode what a problem is actually asking before any math happens. Rated 4.8 by students.

Studying mechanical engineering means Brendan lives inside physics — free-body diagrams, torque calculations, energy conservation, and fluid dynamics are part of his weekly problem sets. He approaches each topic by sketching the physical setup first, then translating it into math, which is the same process that earns full marks on AP and college-level exams. Rated 5.0 by students.

Studying neuroscience at the cellular and molecular level means Rameen lives in the overlap between physics and biology — membrane potentials, diffusion, and electrical signaling all rely on core physics principles. She breaks down kinematics, forces, and energy conservation by tying abstract formulas to tangible, real-world scenarios students can visualize.

Steven teaches physics alongside calculus, algebra, and trigonometry, which means he can spot when a student's real obstacle in a force or energy problem isn't the physics — it's the vector components or the trig. That crossover awareness lets him patch the math gap on the spot instead of letting it silently derail every problem set. Rated 5.0 by students.

I am currently an undergraduate student at Cornell University. I intend to major in physics and either minor or double major in computer science.

I am interested in making physics and math relatable to people who are not naturally adept at it. I have taken the SAT, the general GRE and the physics GRE subject tests.

I am a player on a student's team with the goal of academic success and increased intellectual understanding. This outcome is impossible without getting down to the student's level, utilizing age appropriate vocabulary, providing constructive criticism, and establishing their baseline.

I tutor college physics and teach physics at a technical college. To me, tutoring is a relationship, forged with each student individually to meet you where you are and help you along your own best path toward mastery. In my free time, I love reading and writing science fiction and fantasy.

I am an international student from China graduating from University of Wisconsin Madison majoring in Math. I also studied in Bonn University in Germany for one semester. While I was in UW Madison, I tutored college students enrolled in up to 13 math courses and entry level German courses both in large groups and individually. I am enthusiastic in teaching what I know and helping others develop problem solving skills by well explaining both concepts and specific related problems. I believe that everyone is unique. It is my pleasure to assist everyone to develop their own way to study based on their strength and weakness.

As a passionate educator with a Master's in Educational Psychology from the University of Wisconsin - Madison, I have over 8 years of tutoring and classroom experience, currently teaching a range of subjects including AP Biology and Physics. My approach centers on fostering a supportive learning environment that encourages curiosity and critical thinking, helping students connect complex concepts to real-world applications. I believe that every student has the potential to succeed, and I am dedicated to tailoring my methods to meet individual learning styles. Outside the classroom, I enjoy exploring the latest scientific research and engaging in outdoor activities, which I find enriches my teaching and connects me with my students.

Kinematics equations and free-body diagrams are straightforward once a student learns to read a physics problem like a story — identifying what's moving, what forces act on it, and what the question is really asking. Maggie teaches that translation process explicitly, drawing on her science background to walk through mechanics, energy conservation, and wave behavior with clarity. She holds a 5.0 student rating.

Benjamin's physics teaching goes beyond plugging values into kinematic equations. He digs into free-body diagrams, energy conservation, and vector decomposition by asking students to predict outcomes before calculating — a habit that builds the physical intuition textbooks often skip. His math fluency from studying economics at UChicago means the quantitative side never becomes a bottleneck.

Cornell's biology curriculum put Alec through the full gauntlet of introductory and intermediate physics — mechanics, electromagnetism, and thermodynamics — all in the calculus-based sequence that pre-med and science majors dread most. His experience as a general chemistry TA sharpened his instinct for spotting where students lose track of units, signs, or vector directions in multi-step problems, and he teaches the habit of mapping out the physical situation before writing a single equation. Rated 4.8 by students.

Mechanical engineering grad school is essentially applied physics on repeat — Aaron solves statics, dynamics, thermodynamics, and fluid mechanics problems daily, so the concepts in introductory and AP-level courses are second nature rather than something he has to dust off. He's especially sharp at breaking down free-body diagrams and energy conservation setups, connecting the physical picture to the math so students see why an equation applies instead of guessing which one to use. Rated 5.0 by students.

Eric approaches physics the way his Duke engineering program taught him: start with a free-body diagram, identify what's conserved, and let the math follow from the concept. Whether it's projectile motion, circuits, or rotational dynamics, he walks through each problem type until the setup becomes second nature.

A year as a course assistant in Harvard's math department means Richard can handle the calculus that often becomes the real obstacle in physics — setting up integrals for work-energy problems or differentiating position functions in kinematics. He teaches across physics, calculus, and AP-level math, so when a mechanics problem demands clean vector decomposition or a tricky trig substitution, the math doesn't slow the physics down.

Teaching electricity and magnetism to engineering students as a Duke TA gave Florence a front-row view of where physics concepts break down for people — and exactly how to rebuild that understanding. Her physics minor means she's deeply comfortable with everything from Newtonian mechanics to circuit analysis, and she explains each topic by connecting the math to the physical situation it describes. Rated 5.0 by students.

Applied math at Caltech means Samuel's daily coursework is the calculus and differential equations that power every physics problem — from projectile motion to oscillating springs to electric fields. He teaches students to build the mathematical setup first, identifying which principles apply and why, so that plugging into formulas becomes the easy final step rather than a frantic guessing game.

A PhD in biomedical engineering built on a bachelor's in physics means Andrew has spent years solving problems across mechanics, electromagnetism, and thermodynamics. He teaches physics by emphasizing free-body diagrams, unit analysis, and the habit of translating word problems into mathematical models before reaching for formulas. That systematic approach turns intimidating multi-step problems into manageable sequences.

Electrical engineering at Duke is essentially applied physics — Brooke's coursework runs through circuits, electromagnetism, and mechanics problems daily, so the concepts stay sharp and practically grounded rather than abstract. She also teaches calculus and Latin, which means she's comfortable both with the math underpinning physics and with the patience required to walk someone through unfamiliar symbolic systems step by step. Rated 5.0 by students.

Studying physics alongside computer science at Duke, Bryce tackles mechanics, electromagnetism, and thermodynamics from both the theoretical and computational sides. He unpacks the math behind physical laws — showing why F=ma isn't just a formula but a relationship you can reason through to solve problems you've never seen before.

Akarsh's cellular and molecular biology training — both bachelor's and master's — required grinding through the same mechanics, thermodynamics, and electromagnetism that physics students face, particularly in biophysics coursework where forces, pressure gradients, and energy transfer aren't optional. He tackles problem sets by first isolating which physical law is actually at work, then mapping the math onto it step by step, so students stop guessing at formulas and start reasoning through solutions.