Thermo Is Legitimately Just Magic

The popular myth that Einstein failed math is getting absolutely demolished here! Einstein was actually a mathematical prodigy who mastered calculus by age 15. The meme brilliantly ends with "try learning General Relativity" - which is basically saying "if you think Einstein was bad at math, try understanding the tensor calculus and differential geometry he used to describe spacetime curvature." That's like saying Usain Bolt was slow because he once tied his shoelaces wrong. General Relativity requires such advanced mathematical frameworks that most physics undergrads don't even touch it until graduate school. Einstein wasn't just good at math - he bent mathematics to his will to explain the universe!

That post-exam memory decay hits harder than gamma radiation! Your brain literally follows an exponential forgetting curve (thanks, Hermann Ebbinghaus) where knowledge evaporates faster than volatile compounds in an open beaker. One week post-physics exam and F=ma might as well be hieroglyphics. The brain's selective memory is basically saying "I'll keep the trauma of the exam but delete all the actual equations that might be useful later." The cognitive betrayal is enough to make anyone turn green with rage!

Who needs to memorize formulas when you can just play unit Tetris? Dimensional analysis is basically the physics version of faking it till you making it. Just manipulate your m/s² and kg·m/s² until—surprise!—you've accidentally derived Newton's Second Law. Physics professors hate this one weird trick! Meanwhile, your classmates are sweating bullets trying to remember if F=ma or F=mg or F=my-will-to-live. The real galaxy brain move is knowing that units never lie, even when your memory does.

Look at this Olympic shooter proving physics can be WILD! In objects with weird shapes or uneven density distribution, the center of mass can indeed exist in empty space outside the physical object. Picture a boomerang or donut—their centers of mass float in mid-air! This shooter's perfect balance demonstrates this principle in action. Next time someone tells you something's physically impossible, just wink and whisper "non-convex objects" like the mad genius you are!

The eternal struggle of temperature conversions strikes again! Poor student forgot the most fundamental rule of the Kelvin scale—there's no such thing as negative Kelvin in conventional thermodynamics. It's like showing up to a quantum physics exam with only high school algebra. The professor smugly gives the answer in Kelvin (as we do), while the overachiever immediately spots the conversion error. Meanwhile, our caveman-coded brain is just trying to remember if you add 273.15 or subtract it. Spoiler: you add it. And no, "-78.3 Kelvin" isn't just cold—it's "break the laws of physics" cold. Unless you're working with quantum gas systems that can achieve negative absolute temperature states, in which case... maybe that smarty-pants deserves extra credit after all.

Ever notice how textbook diagrams undergo a mysterious transformation when copied to the blackboard? The teacher's version shows a beautiful, colorful Moody diagram with perfectly labeled Reynolds numbers and friction factors. Then there's what students actually get—a cryptic grid with what appears to be the EKG of a dying calculator. Engineering students know the pain. "Here's a simple diagram that explains fluid dynamics," says the professor, before proceeding to draw something that looks like a drunk spider crawled through ink. And somehow we're expected to use this to design actual bridges and rockets. No pressure!