Why Not Round E Up To 3

The academic hierarchy strikes again! Non-STEM majors see engineers as sophisticated microscope-wielding intellectuals, while math and physics majors see them as Patrick Star with a hammer. 😂 It's the perfect illustration of perspective in academia - everyone's an expert until you meet someone who thinks your complex calculations are just glorified hammering! The relativity isn't just in Einstein's equations, it's in how we judge each other's disciplines!

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.

This sacred document exposes the dark arts physicists have been hiding for centuries! The right to "squint" at complex problems? That's just code for "I have no idea what I'm doing but will pretend otherwise." My personal favorite is the divine right to call anything we don't understand "unphysical" — basically the academic equivalent of taking your ball and going home when you're losing. And let's appreciate the beautiful hierarchy where physicists get to look down on "lower scientists" while mumbling gibberish when cornered. We're not making things up — we're "inventing fictitious forces" and "choosing convenient initial conditions." It's not laziness, it's the "principle of general triviality!" Next time your calculations don't add up, just declare dimensional inconsistency irrelevant because you're only interested in "order of magnitude." Physics: where being approximately wrong is exactly right!

The existential crisis hits HARD! First-year physics students walk into their first "real" physics class expecting exotic particles and black holes, only to discover that the entire universe is just a collection of springs going *boing boing*! 🤣 That equation? It's the potential energy of a harmonic oscillator - basically the mathematical way of saying "everything's just wiggly jiggly springy thingies!" From quantum fields to planetary orbits, physicists model EVERYTHING as harmonic oscillators because they're mathematically tractable. The cosmic betrayal when students realize their four years of study will be dominated by this equation is simply *chef's kiss*. Welcome to physics, kids! Where your dreams of understanding the cosmos turn into calculating how fast a mass on a spring bounces up and down... FOR ETERNITY!

Light doesn't need GPS—it's just naturally efficient at finding shortcuts. Fermat's Principle says light takes the quickest path between points, while Snell's Law gives us the math for how light bends when crossing materials. Both equations are saying the same thing: light is basically that friend who always knows the fastest route home after a night out. Physics doesn't care if you call it refraction or time optimization—light's just doing what light does best: getting from A to B while breaking speed limits and bending rules.

The top panel shows a simple expression cos(π/7) with the stick figure confidently declaring "He will never have a closed form solution" - a mathematical flex about this innocent-looking angle. Then BAM! The bottom panel hits with an absolutely horrific closed-form expression that's the mathematical equivalent of summoning an eldritch horror. Our poor stick figure is literally spitting out his cereal in shock. This is the mathematical version of saying "that's impossible" right before someone does the impossible. Turns out cos(π/7) does have an exact solution—it's just the stuff of nightmares involving nested radicals and complex numbers. Even calculators need therapy after computing this.