Sure thing! Let’s pick a classic, like ∫x²dx, and treat the banana as the integrand’s sidekick. First, we give the banana a clear role: it’s the “x” that’s being squared. Next, we set the rules—just as a puzzle, each step must follow the banana’s logic: the banana stretches, then splits, then doubles back to become the antiderivative. In other words, we’ll write out the steps like a recipe: peel the problem, slice the variable, stir with a plus‑one, and top it off with the constant of integration. Every time the banana jokes about “peeling back the layers,” we check the math to make sure the result is correct. That way, the banana solves the integral and we all get a laugh—and a neat explanation!

Got it—peel in the margin, no sliding in the xy‑plane. And every banana joke will come with a quick sanity check, so the curve stays clean and the humor stays dry. Ready for the next fruity puzzle?