L'Hôpital's Overkill

This Venn diagram is basically a dating profile for STEM fields. Physicists are out here assuming penguins are perfect cylinders because apparently reality is just too messy. Engineers decided π=3 because who needs those pesky decimals anyway? And mathematicians are defining 'e' with limits that make normal people's brains melt. The overlap zones are pure gold - physicists and engineers bonding over "sin x = x" (which is only true for tiny angles, but why let accuracy get in the way of a good approximation?). Meanwhile, everyone's using random units and gravity is just "about 10" because who has time for 9.8? And programmers? Off in their own little world with "x = x + 1" which makes mathematicians scream internally. The chemists got a tiny circle because they're too busy making things explode to participate in these shenanigans. Notice how "single" sits right in the middle of physicists, engineers, and mathematicians. Coincidence? I think not.

Quantum mechanics explained through Pokémon evolution. Starting with Eevee as the wavefunction ψ(x), we see how different operators transform it into specialized forms. Position operator x̂ gives you Flareon (multiplication), momentum operator p̂ produces Jolteon (differentiation), and the Hamiltonian Ĥ yields Vaporeon (energy equation). This is what happens when physicists procrastinate on their dissertation by playing Pokémon. The Schrödinger equation has never been this adorable or unnecessarily complicated.

The mathematical equivalent of a heavyweight title fight. Newton, allegedly too busy feuding with Leibniz over calculus to procreate, versus Euler, who somehow found time to father 13 children while casually revolutionizing mathematics with e iπ + 1 = 0 . Newton's apple might have inspired gravity, but Euler's formula inspires mathematicians to actually have lives. Differential equations and differential social skills, apparently.

The mathematical hierarchy according to Reddit! At the bottom, we have the peasants with their "high school calculus" and the blasphemous "π=3" approximation (mathematicians just felt a disturbance in the force). Meanwhile, the enlightened few venture into the promised lands of topology and "real analysis" – as if the rest of us were doing fake analysis all along. Nothing screams mathematical superiority quite like a meme that simultaneously gatekeeps and validates your four years of theoretical math torture. The derivative of e^x equals e^x? Revolutionary stuff! Next you'll tell me water is wet and academic publishing is a functional system.

The statistical distribution of water knowledge is truly magnificent! This bell curve masterpiece shows the intellectual journey of water comprehension. At the far left (IQ 55), we have the confused souls crying "nooo! Where water go!!" when it evaporates. The vast majority in the middle (IQ 85-115) simply accept that "water go right" without questioning the hydrologic cycle. Meanwhile, the rare intellectual titans on the far right (IQ 145) have transcended to the same primitive conclusion but somehow with cosmic understanding. The velocity equation V(t)=1120mm/s is just chef's kiss—implying water moves at a precise rate that only the 34% can appreciate. It's basically fluid dynamics meets Dunning-Kruger effect, and I'm dying at how the distribution perfectly captures humanity's relationship with H₂O.

Engineers see a problem and immediately apply a practical solution. Fire? Extinguish it. Mathematicians, however, identify the theoretical solution but never actually implement it. "This fire extinguisher is the solution" followed by "Now back to my email!" while the office continues to burn. Pure mathematics in a nutshell—elegant theories with zero concern for real-world application. The gap between theoretical brilliance and practical implementation has claimed many offices... and research grants.