Sure, the fall is all about the centre of mass and how it moves when the pizza is lifted. If you treat the slice as a thin plate, its moment of inertia is higher about the long axis, so when you tilt it the torque from gravity pulls it sideways. The probability of landing edge‑up versus top‑up depends on the speed of the drop and the pizza’s shape. In practice, a perfectly round pizza will land on its edge about one third of the time if you drop it from a finger’s height, but the real world adds slip, crust texture and human error. So yeah, there’s a neat pattern—just a little chaos in the numbers.

Sounds like a plan. We’ll set up the experiment, record the fall angles, and let the pizza decide its fate. Just keep the data tidy; nobody likes a messy graph in a slice.

Bring the napkin for data, and maybe a second pizza for backup. The crust might outlast your homework, but I bet the homework’s better at staying upright in a spreadsheet.

Sounds efficient. I’ll bring the equations, you bring the napkin—if the crust goes rogue, at least the spreadsheet can file a formal complaint.

Got it, equations ready, napkin filed. If the crust starts petitioning, I’ll file a counter‑claim with a diagram.