Award-Winning College Physics Tutors
serving Shreveport, LA

Let me tell you a little bit about myself. I have a Bachelors degree and two Masters degrees in Mathematics from the United States Naval Academy, the University of Pennsylvania, and the University of Georgia. All of my degrees were earned with at least a 3.9 GPA and I earned the honor of being named the top math major from my undergraduate institution when I graduated. I have also had the pleasure of teaching mathematics at two different colleges and started tutoring math and physics over 20 years ago. Please allow me to accompany you on the exciting journey of exploration into math and physics!

A PhD in biomedical engineering means Andrew has spent years applying physics to biological systems — modeling forces on joints, analyzing fluid flow through tissues, understanding how electromagnetic fields interact with the body. That depth in mechanics, thermodynamics, and E&M carries directly into the calculus-based problem solving college physics courses demand. Rated 4.9 by students.

Building things that actually work — which is what mechanical engineering is — means Vania spent her degree applying Newton's laws to real structures, calculating heat transfer through materials, and analyzing fluid flow, not as textbook exercises but as design requirements. That hands-on engineering intuition shows up when she breaks down free-body diagrams or walks through energy conservation problems, because she's solved versions of them that had to hold up in the physical world. Her 1590 SAT underscores the quantitative precision she brings to calculus-based problem solving.

Studying molecular biophysics at Brown means Srini lives at the intersection of physics and biology — applying thermodynamics, electromagnetism, and wave mechanics to understand how molecules actually behave in living systems. That dual perspective makes him especially effective at unpacking the conceptual reasoning behind problems in mechanics, circuits, and optics that trip up so many college students.

College-level physics ramps up quickly, especially once calculus-based mechanics and electromagnetism enter the picture. Richard's time as a course assistant in Harvard's math department gave him deep comfort with the calculus underpinning topics like electric flux integrals and differential equations of motion. He teaches the physics and the math simultaneously, so students aren't left wondering where a derivation came from.

Premed coursework and a computing degree at Notre Dame meant Aidan sat through the full sequence of calculus-based physics — mechanics, E&M, waves — while simultaneously learning to think algorithmically about complex problems. That combination is particularly useful when students hit the wall where physics stops being plug-and-chug and starts requiring multi-step reasoning, like connecting free-body diagrams to energy methods or translating a word problem into the right integral. His 35 ACT speaks to the quantitative fluency he brings to those tougher setups.

Dylan has taken both college mechanics and electricity/magnetism at Northwestern's engineering school, so he's worked through the exact problem sets — free-body diagrams, circuit analysis, wave optics — that trip up most college physics students. His computer science background also means he's comfortable walking through the math-heavy derivations that make physics click rather than feel like guesswork. Rated 5.0 by students.

Molecular biology might seem like a different world from physics, but Annabel's coursework lives in the overlap — understanding diffusion requires thermodynamics, membrane potentials are voltage problems, and imaging techniques depend on wave optics and electromagnetism. She brings that life-sciences lens to college physics topics like energy conservation and fluid dynamics, making the material click for pre-med students who need to see why these concepts matter beyond the problem set.

Working at an ExxonMobil refinery before MIT Sloan meant Caroline spent years applying thermodynamics, fluid mechanics, and force analysis to real industrial systems — the same physics that fills college problem sets, except with actual consequences for getting the math wrong. Her mechanical engineering M.S. from WashU (magna cum laude) gave her deep fluency with calculus-based derivations, so she can walk through everything from torque problems to heat transfer without skipping the steps that textbooks gloss over. Rated 5.0 by students.

Between simulating supernova shock fronts at Princeton and building optical filters at Norfolk State, Dennis has applied college-level physics across mechanics, electromagnetism, thermodynamics, and wave optics in real research settings. He unpacks difficult problem sets by connecting each concept to the physical scenario it describes — an approach that's especially effective for students transitioning from plug-and-chug to genuine problem-solving.

College-level physics demands comfort with calculus-based reasoning — deriving equations of motion, integrating force over a path for work, or applying differential equations to oscillations. Kathleen's math degree from Washington University and her experience teaching through multivariable calculus mean she can unpack both the physics intuition and the mathematical machinery simultaneously.

Biomedical engineering at Brown means Phillip solves physics problems with real biological stakes — modeling fluid flow through vessels, analyzing stress on implant materials, calculating electrical signals in tissue. That daily overlap with mechanics, thermodynamics, and electromagnetism gives him a practical fluency that makes college physics problem sets feel less abstract and more like puzzles with actual answers. Rated 5.0 by students.

Chemical engineering at Vanderbilt means Greg solves physics problems daily — fluid mechanics, heat transfer, thermodynamics, and force balances are baked into every core course, so his explanations come from repeated, hands-on application rather than textbook summaries. His math double major gives him the calculus fluency to walk through derivations cleanly, especially when problems involve integration over continuous systems or solving second-order differential equations of motion. Rated 5.0 by students.