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When someone suggests literally any problem-solving approach, mathematicians and physicists be like: "Nah, I'd Fourier transform." The escalating frustration of seeing every single type of Fourier transform listed is pure mathematical trauma in action. From waves to electromagnetics, quantum to spectral analysis—it's the mathematical equivalent of that friend who only knows one recipe but insists on cooking it six different ways. By the time we hit "Fourier FUCKING transform," you can practically feel the despair of someone who's spent too many sleepless nights converting between time and frequency domains. It's the universal hammer that makes everything look like a nail... a very complex, sinusoidal nail.

The mathematical mic drop heard 'round the physics department! When someone says "you can't write π as a fraction," most math enthusiasts would nod in agreement since π is famously irrational. But then our quantum physics rebel steps in with π = h/2ℏ, using Planck's constant (h) and the reduced Planck constant (ℏ = h/2π). It's technically correct—the best kind of correct! She's essentially writing π as π = π, but with extra steps and quantum swagger. The look of absolute rage on the first person's face is what happens when someone technically wins an argument using the very definition they were arguing against.