Can You Learn Physics Without Math? The Internet Is Divided Over Self-Taught Science

For many science enthusiasts, the dream of understanding the inner workings of the universe hits a sudden brick wall the moment mathematics enters the room. A growing online debate has erupted among independent learners over a fundamental question: how much math do you actually need to start studying physics?

The debate began when an aspiring self-taught physicist posted a plea for guidance. Wanting to learn high school level physics purely out of personal passion, the learner asked for the bare minimum mathematical prerequisites needed to get started, expressing confusion over conflicting advice ranging from basic algebra to advanced university calculus.

Read nextNo Credentials Needed: Inside the Shadowy World of Untrained Teen Volunteers and Medical Exclusions

The community quickly split into two passionate factions over the best way to conquer the subject.

One group advocates for the pragmatic, jump-right-in approach. Enthusiasts in this camp argue that high school physics is explicitly designed to prioritize conceptual understanding over heavy computation. They point out that introductory topics rely primarily on fundamental algebra—rearranging basic kinematic equations like distance and acceleration—and simple trigonometry. One contributor noted that secondary school physics programs around the world intentionally keep math minimal so students aren't overwhelmed by learning two complex subjects at once. Another supporter argued that learners should simply start studying physics today and pick up specific mathematical techniques modularly whenever they encounter a bottleneck.

However, traditionalists argue that avoiding higher math is a mistake that ultimately slows down progress. Members of this camp maintain that physics is fundamentally written in the language of mathematics. They assert that even basic physics principles—such as velocity, acceleration, and field theory—are rooted in calculus. One commenter warned that skipping differential and integral calculus forces students to memorize formulas as arbitrary magic tricks rather than understanding where they come from. Others cautioned that aiming to master comprehensive physics without linear algebra and differential equations is an unrealistic goal that leads to confusion once topics advance beyond mechanics.

Your brand, right here.Reach story-obsessed listeners in 45+ languages → advertise on Avonetics

While the debate over textbooks raged on, another practical approach to learning physics emerged in the digital realm. An independent researcher demonstrated the power of computational physics by running a desktop impact simulation using Smooth Particle Hydrodynamics.

By simulating a grazing collision between a super-Earth and a smaller planet using 100,000 digital particles, the researcher observed tidal forces strip the smaller planet into an elongated debris tail. Out of the chaos, two distinct fragments bound together in space, forming a stable binary dwarf planet system. The experiment showcased how modern simulation tools allow self-learners to observe complex physical phenomena in action, proving that seeing physics unfold can be just as crucial as calculating it on paper.

Our podcast hosts take this debate head-on, weighing intuitive learning against mathematical rigor in the latest episode of Event Horizon.