Differential equations Memes

That smug face when you casually transform a complex differential equation into an integral with one simple trick. Pure mathematical power move! Mathematicians might call it "standard procedure," but physicists know it's basically a superhero moment. Who needs a cape when you can wield dx like a weapon? The pure satisfaction of watching your problems become solvable with a flick of mathematical notation is the closest thing to actual sorcery in science.

This is peak physics humor that separates the calculus connoisseurs from the casual complainers. When someone calls you a "jerk," they're probably insulting you. But when a physicist calls you a jerk, they might actually be referring to the third derivative of position with respect to time (d³x/dt³). In physics, we go from position → velocity (first derivative) → acceleration (second derivative) → jerk (third derivative). So this sophisticated gentleman isn't just calling you names—he's mathematically superior with his third-order differential equations while you're stuck being a common insult. The "we're not the same" energy is strong with this one. And if you're wondering, yes, the fourth derivative is called "snap," followed by "crackle" and "pop." Physics and breakfast cereals have more in common than you'd think!

The mathematical flex nobody asked for but everyone needed. In physics, a "jerk" isn't just someone who cuts you off in traffic—it's the third derivative of position with respect to time (d³x/dt³). While you're out there being a regular human jerk, this gentleman is the mathematical jerk, measuring the rate of change of acceleration. The ultimate "we are not the same" flex for anyone who's survived differential equations. Next time someone calls you a jerk, just ask which derivative they're referring to.

That moment when your physics professor drops the bomb! You're happily solving a free-fall problem with those beautiful simplified equations, and then BAM—someone mentions air resistance. Suddenly your nice clean v = √(2gh) turns into a differential equation nightmare! The joy of introductory physics is the beautiful lie that air resistance doesn't exist... until it does. Welcome to the real world, where nothing is ever as simple as the textbook problems want you to believe!