The Evolution Of Pi: From Polygons To Flying Sticks

The mathematical evolution of calculating π is like watching kids grow up. Geometry students are the eager elementary schoolers with their cute polygons. Calculus students hit that pretentious teenage phase with their fancy infinite series. Then there's probability students—the college dropout who discovered you can just throw sticks on the ground and get roughly the same answer. Buffon's Needle Problem is basically saying "why do all that work when you can just make a mess and call it mathematics?" The beauty of Monte Carlo methods in a nutshell: sophisticated randomness masquerading as legitimate science. Next time someone asks how you solved a problem, just tell them you threw things around your room and counted what happened.