Kinematics equations, free-body diagrams, conservation of energy — high school physics introduces powerful ideas but often moves too fast for students to develop real problem-solving instincts. Aaron slows down at the setup stage, teaching students to diagram a scenario and choose their approach before plugging in a single number. His engineering coursework means he can explain not just how to solve a projectile motion problem, but why the math works the way it does.

Real-world application problems are where Charles thrives — as a mechanical engineering student at Yale, he's constantly translating textbook physics into physical systems, whether it's analyzing forces on a sailboat hull or modeling projectile trajectories. That engineering mindset means he teaches students to sketch the scenario, identify which principles apply (Newton's laws, energy conservation, kinematics), and build the solution from there rather than scanning for a matching formula. His 34 ACT speaks to the same structured problem-solving he brings to every session.

Kinematics equations, projectile motion, energy conservation — high school physics is full of formulas, but the real skill is knowing which one to reach for and why. Christopher teaches students to read a problem like an engineer: sketch the scenario, label every force, and let the physics guide the math rather than the other way around. His 4.8 rating and hands-on engineering experience at Harvard make him especially effective at bridging the gap between classroom theory and intuitive understanding.

Kinematics, Newton's laws, and energy conservation can feel like an avalanche of equations if nobody explains the logic connecting them. Justin approaches high school physics by teaching students to draw the situation, identify what's conserved or balanced, and then pick the right equation — a problem-solving habit that makes even projectile motion and circuit analysis feel manageable. His physics degrees from WashU and PhD-level math training let him explain concepts at whatever depth a student needs.

Andrew's PhD in Biomedical Engineering means he doesn't just teach physics formulas — he knows where Newton's laws, kinematics, and energy conservation actually lead in real research. He breaks down free-body diagrams and projectile motion problems by connecting the math to physical intuition, so equations start making sense instead of feeling arbitrary. Rated 4.9 by students.

Kinematics and free-body diagrams trip up most physics students not because the math is hard, but because translating a word problem into the right equation feels like guesswork. Kate teaches a systematic approach — identify forces, pick a coordinate system, write Newton's second law — that turns vague problem descriptions into solvable setups. Her engineering training means she's solved thousands of these problems herself.

The jump into high school physics trips up students who've never had to translate a word problem into a free-body diagram or apply conservation laws across multiple steps. Brian breaks that translation process down explicitly, teaching students to map real situations onto the right physical models — whether it's projectile motion, circuits, or wave interference. His Caltech science background means the explanations go as deep as each student needs.

Most high school physics struggles come down to translating a word problem into the right equation and knowing which variables matter. Akarsh teaches students to dissect each scenario — whether it involves projectile motion, circuits, or wave behavior — by identifying the core principle first, then building the math around it.

Projectile motion, circuits, and thermodynamics each demand a slightly different problem-solving strategy, and knowing which tool to reach for is half the battle. Zosia unpacks physics problems by identifying the core principle first — whether that's Newton's laws, conservation of momentum, or Ohm's law — then walks through the math step by step. Her science training at Yale keeps the explanations grounded in real physical intuition.

Kinematics, Newton's laws, and energy conservation all click faster when a student sees how the math actually describes real physical systems. Phillip approaches high school physics from an engineering perspective — he teaches students to sketch free-body diagrams, set up equations from first principles, and check whether an answer makes physical sense before moving on.

Tutoring a Differential Equations course weekly at Yale means Ellie regularly works through the calculus that sits underneath every physics concept — from modeling projectile trajectories to analyzing oscillating spring systems. Her biomedical engineering major puts her in constant contact with mechanics, circuits, and fluid dynamics in applied settings, so she can show students how a free-body diagram or an energy equation connects to something real. Rated 5.0 by students.

Physics problems often stall not because the concepts are too hard, but because students aren't sure which principle to apply — is it conservation of energy or Newton's second law? JF teaches a systematic approach to problem setup, from drawing free-body diagrams to choosing reference frames, that turns intimidating multi-step problems into manageable sequences. His math and CS training at Stanford keeps the algebra sharp along the way.