Studying computer science and mathematics at Rice, William tackles the same calculus and linear algebra that underpin every physics problem — from resolving force vectors to setting up integrals for work and energy. He teaches high school physics alongside AP Calculus AB and BC, so when a kinematics or momentum problem demands clean mathematical reasoning, he can address both the physics logic and the math execution without skipping a beat.

Majoring in both Physics and Biochemistry at Rice, Aadith tackles the subject from two directions — the pure mechanics and electromagnetism side alongside the biophysical applications where those principles govern everything from membrane potentials to protein folding dynamics. That dual lens is especially useful for students who need more than abstract derivations to make Newton's laws or conservation of energy feel real. His 1590 SAT underscores the quantitative precision he brings to problem setup and calculation.

Studying both economics and biochemistry at Rice means Jennifer regularly crosses between quantitative modeling and lab science — the exact combination that makes physics problems tractable, since she's comfortable with both the math and the physical reasoning. Her 1570 SAT score speaks to that quantitative fluency, and she applies it to everything from free-body diagrams in mechanics to pressure and energy concepts that bridge her two majors. Rated 4.9 by students.

Kinematics equations and free-body diagrams are straightforward once a student learns to translate a word problem into a physical picture before reaching for a formula. Raj approaches physics that way — sketching the scenario first, identifying forces or energy transfers, then selecting the right tool — which mirrors how his Rice science coursework trained him to think. He's rated 5.0 by students.

Kinematics and Newton's laws demand both math fluency and physical intuition, which is a combination that doesn't come naturally to most students. Malcolm's coursework at Rice spans physics and biochemistry, so he's practiced at unpacking force diagrams, energy conservation problems, and wave behavior in ways that connect the equations to what's actually happening.

Free-body diagrams, conservation laws, kinematics equations — physics demands that students translate word problems into mathematical models, which is a skill most textbooks barely teach explicitly. Mingee earned her degree in biological and physical sciences, so she tackles physics problems the way a scientist would: identify the system, choose the right principle, then let the math follow. That structured approach keeps students from freezing when problems look unfamiliar.

A chemical engineering degree means Jonathan didn't just study physics — he applied it daily across fluid mechanics, heat transfer, and materials science. He digs into the conceptual reasoning behind force diagrams, energy conservation, and kinematics so that setting up the problem becomes second nature. Once the physics makes sense, the math follows.

Engineering students see physics differently — every free-body diagram and energy conservation problem is a tool they'll use again in design courses. Casey brings that applied perspective to topics like kinematics, Newton's laws, and circuit analysis, showing students how to translate word problems into equations systematically. She also creates supplemental problems that push beyond standard homework difficulty, which is particularly useful for students aiming to master the material rather than just survive the exam.

A physics background changes how someone teaches the subject — instead of presenting formulas to memorize, Logan starts with the physical situation and builds the math around it. His bachelor's in physics means he can move fluidly from Newtonian mechanics through electromagnetism and thermodynamics, explaining not just how to solve a free-body diagram but why the forces balance the way they do. He also covers AP Physics 1 and 2, college physics, and astrophysics, so he's comfortable at nearly every level of the discipline.

Kinematics, Newton's laws, energy conservation, electromagnetism — Roni doesn't just teach these topics, he applies them every day in his mechanical engineering studies at Brown. He digs into the physical intuition behind each equation, so students learn to sketch the scenario, identify the forces, and reason through a problem rather than hunting for a formula to plug numbers into.

Lila teaches both AP Physics C courses — Mechanics and E&M — alongside calculus and pre-calculus, which means she can seamlessly bridge the gap when a physics problem turns into an integration or vector decomposition challenge. Her approach to force and circuit problems emphasizes building the physical picture first, then letting the math follow from clear reasoning rather than formula hunting. Rated 4.9 by students.

Kinematics, Newton's laws, energy conservation, electromagnetism — physics covers enormous ground, and each topic demands its own blend of conceptual reasoning and mathematical setup. Aurnab tackles problems by first identifying which physical principles apply and then translating them into equations, an approach sharpened by his engineering coursework at Rice and reflected in his 4.9 client rating.