Award-Winning Physics Tutors
serving Columbia, SC

Studying mechanical engineering means Saad lives inside free-body diagrams, kinematics equations, and energy conservation problems on a daily basis. He unpacks each physics concept by tying the math to what's physically happening — why a normal force changes on an incline, or how momentum transfers in a collision — so the formulas actually make sense.

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.

Dennis doesn't just teach physics — he does it. His research at Princeton simulating cosmic ray acceleration at supernova shock fronts and his engineering work designing optical filters at Norfolk State mean he can connect textbook topics like kinematics, energy conservation, and wave behavior to real systems. That context turns abstract force diagrams and equations into something students can actually picture.

Engineering students see physics differently than most tutors do — every force diagram, energy conservation problem, and wave equation is a tool they actually use. Ellie's biomedical engineering program at Yale means she tackles mechanics, electricity, and thermodynamics regularly in applied contexts. She unpacks the math behind each physics concept so students understand the equations instead of just memorizing them.

Teaching middle school science in Philadelphia meant John had to make forces, motion, and energy intuitive for students encountering those ideas for the first time — a skill that translates directly to breaking down introductory physics at any level. His history background also sharpened a habit of asking "why" before "how," so he digs into the reasoning behind Newton's laws or conservation principles before rushing to plug numbers into equations. Rated 5.0 by students.

Kruti's genetics and genomics training at Northwestern required working through biophysics problems — from modeling molecular forces to understanding energy states in cellular systems — so introductory mechanics and thermodynamics concepts aren't far from her daily thinking. As a medical student, she routinely applies fluid dynamics and pressure relationships in clinical contexts, which gives her concrete examples to anchor abstract physics ideas. She's especially effective at teaching students to map a word problem into a clear physical picture before reaching for any formula.

Three science degrees from Yale — including one in chemistry — mean Zosia has worked through mechanics, thermodynamics, and electromagnetism problems repeatedly across disciplines, building the kind of cross-subject fluency that makes her especially clear on where physics concepts connect to the math underneath. She digs into the specific step where a student's reasoning breaks down, whether that's setting up Newton's second law for a pulley system or tracking signs through a conservation-of-energy equation. Rated 4.9 by students.

Emily approaches physics problems the way her science training taught her: sketch the situation, identify the forces, then translate the diagram into math. That structured method is especially useful for kinematics and Newton's laws, where students often know the equations but struggle to set problems up correctly. Her background in neurobiology also means she's comfortable with the biophysics applications that make the subject feel more relevant.

Bryan holds a B.S. in Physics and teaches the subject the way it's actually practiced — starting from a real situation, identifying the relevant principles, and building a solution step by step. Whether the problem involves conservation of momentum or circuit analysis, he emphasizes drawing clear free-body diagrams and checking units before touching a calculator.

Kinematics equations and free-body diagrams intimidate a lot of students, but the underlying logic is surprisingly systematic once someone shows you how to set up each problem. Annabel's science background means she can unpack both the math and the physical intuition behind Newton's laws, energy conservation, and wave behavior without skipping the steps that textbooks gloss over.

Kathleen's math background at Washington University gives her a natural advantage when teaching physics — she treats kinematics equations, force diagrams, and energy conservation as applied math problems rather than disconnected formulas. She digs into the specific step where a student gets stuck, whether that's setting up a free-body diagram or knowing when to apply Newton's second law versus conservation of momentum.

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.

Engineering is applied physics, so Kate spent years solving the exact kinds of problems — free-body diagrams, energy conservation, circuit analysis — that show up in introductory physics courses. She walks through each problem by identifying what physical principle applies and why, which builds the kind of intuition that makes new problems feel approachable instead of intimidating.