Whether A Number Is Small Or Large Is A Relative Concept

The geometry gods have spoken, and they're not on your side. Trying to draw an equilateral triangle on a grid with integer coordinates is like trying to find a parking spot near campus during finals week – theoretically possible but practically impossible. The universe enjoys watching mathematicians suffer through this particular geometric torture. Next time someone tells you math is just "drawing shapes," show them this and watch their soul leave their body.

The 16-step journey of solving a physics problem is painfully accurate. From the initial optimism of writing equations to the emotional rollercoaster of getting multiple wrong answers, finding algebra errors (2-3=5... seriously?), and finally reaching enlightenment after wasting four hours. The progression from frustration to despair to eventual triumph captures the essence of physics homework. That moment when you realize the problem has six more parts? Pure academic trauma. No wonder physicists have that thousand-yard stare—they've seen things... mathematical things.

The mathematical hierarchy of problem-solving in action. While pure math students desperately integrate their way through complex calculus, the engineering student simply drops the object in water and measures displacement. Classic Archimedes principle from 250 BCE still outperforming fancy mathematical theorems. Why spend hours with disc or shell integration when you can just dunk it and be done? Engineers don't have time for theoretical elegance—they've got deadlines and practical solutions. Pure mathematicians are still writing proofs while the engineer is already at lunch.

The greatest mathematical dad joke in history! Newton and Leibniz both claimed to invent calculus in the 17th century, sparking one of science's most famous priority disputes. The punchline? It was a bit derivative ! 🤓 Get it? Because derivatives are a fundamental concept in calculus AND because Leibniz's work could be seen as derived from Newton's (or vice versa, depending who you ask). The math history burn that took 350 years to land!

Remember when these blackboards full of equations were just decorative math book cover art? Your 12-year-old self thought "that looks smart" while your 30-year-old physicist self is frantically writing similar equations at 3 AM before a deadline. The math book covers weren't warnings—they were prophecies. Those cute little sine waves and integrals eventually evolved into quantum field theory nightmares that haunt your dreams. Somewhere in the multiverse, your childhood self is looking at this picture thinking "cool squiggles" while present you is wondering if that partial differential equation in the corner might actually solve your research problem.