Work out a pizza's exact surface area, or settle the classic question is one big pizza really bigger than two smaller ones?
Area grows with the square of the diameter, not in direct proportion to it which is why a single larger pizza often has more total area than two smaller ones that "sound" the same size.
Most people judge pizza by its diameter, but the amount of pizza you get depends on its area, which grows with the square of the diameter. Doubling the diameter gives you four times as much pizza. This is why “one 18-inch or two 12-inch pizzas?” is such a common question, and why the answer often surprises people. This calculator gives you the exact area of any pizza, its circumference and the area of each slice, and lets you compare two different combinations of pizzas to see which actually gives you more to eat.
Example: a 12″ pizza has an area of about 113 in² and a circumference of 37.7″. Cut into 8 slices, each slice is about 14 in².
Divide the diameter by 2 to get the radius, square it, and multiply by π (3.1416). For a 14″ pizza: 7 × 7 × 3.1416 ≈ 154 square inches.
Yes. One 18″ pizza has about 254 in² of area, while two 12″ pizzas have about 226 in² combined. The single 18″ pizza gives you roughly 12% more pizza.
A 16″ pizza has about 201 in² of area compared with 113 in² for a 12″, so it is about 78% bigger even though it is only 4 inches wider.
A 28″ pizza has an area of about 616 square inches, more than five times a 12″ pizza. Read more in how big is a 28-inch pizza.
Divide the diameter in centimeters by 2.54. A 30 cm pizza is about 11.8 inches, very close to a 12″ pizza. The calculator can switch between both units.