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Pizza size calculator: is one large pizza a better deal than two mediums?

Compare two pizza orders by area and price per square inch, and see how many small pizzas make one large.

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Results

Extra pizza with order B

12.5%

Saving per bite with the cheaper order

24.8%

Order B is the better deal
Order A: total pizza area
226 sq in
Order B: total pizza area
254 sq in
Order A: price per square inch
$0.115
Order B: price per square inch
$0.086
Pizzas of size A that equal one pizza of size B
2.25

Order B with other pizza sizes

Order B: total pizza areaOrder B: price per square inchExtra pizza with order B
10 in current79$0.280-65.3%
12 in current113$0.194-50.0%
14 in current154$0.143-31.9%
16 in current201$0.109-11.1%
18 in current254$0.08612.5%
20 in current314$0.07038.9%

Why pizza size is a geometry problem

Pizzas are sold by diameter, but you eat their area, and area grows with the square of the diameter. An 18-inch pizza is only 1.5 times as wide as a 12-inch one, yet it covers 2.25 times as much. That is why one large pizza is often a better deal than two mediums, even when the price looks similar. This calculator compares two orders by total area and price per square inch.

The formulas

  • Area of one pizza = π × (diameter ÷ 2)²
  • Total area of an order = number of pizzas × area of one pizza
  • Price per square inch = total price ÷ total area
  • Pizzas of size A that equal one of size B = (diameter B ÷ diameter A)²

Worked example: two 12-inch pizzas or one 18-inch

Order A: two 12-inch pizzas for $25.98. Order B: one 18-inch pizza for $21.99.

  1. Area of a 12-inch pizza: 3.1416 × 6² = 113 sq in, so order A gives 226 sq in.
  2. Area of an 18-inch pizza: 3.1416 × 9² = 254 sq in.
  3. Price per square inch: $25.98 ÷ 226 = $0.115 for A, $21.99 ÷ 254 = $0.086 for B.
  4. Order B gives 12.5% more pizza and costs 24.8% less per bite.
  5. One 18-inch pizza equals 2.25 twelve-inch pizzas.

Area by diameter

Diameter Area Equal to … 12-inch pizzas
10 in 79 sq in 0.69
12 in 113 sq in 1.00
14 in 154 sq in 1.36
16 in 201 sq in 1.78
18 in 254 sq in 2.25
20 in 314 sq in 2.78

What the area does not tell you

  • Crust. The outer inch or so is crust. Its share is larger on a small pizza: on a 10-inch pie, a 1-inch rim takes 36% of the area, on an 18-inch pie only 21%. If you skip the crust, the large pizza wins by even more.
  • Toppings. Shops do not always scale toppings with area, so a large pizza can be thinner on cheese. Compare the menu descriptions.
  • Square and rectangular pizzas. Multiply length by width instead of using the diameter. A 12 × 16 inch sheet pizza has 192 sq in, close to a 16-inch round.
  • Variety. Two mediums let you order two different pizzas; the calculator shows what that choice costs.

How much pizza per person

A common estimate is two to three slices per adult, or about 75 to 110 sq in each. For eight people that is roughly 600 to 900 sq in: three 18-inch pizzas, or five to six 14-inch ones. Teenagers and big appetites eat more, young children about half.

Frequently asked questions

Is one large pizza bigger than two mediums?

Often, yes. One 18-inch pizza covers 254 sq in, while two 12-inch pizzas cover 226 sq in. Because area grows with the square of the diameter, a few extra inches make a big difference.

How do I calculate the area of a pizza?

Multiply π by the radius squared. For a 14-inch pizza the radius is 7 inches, so the area is 3.1416 × 49 = 154 sq in.

How many slices are in a large pizza?

Shops commonly cut 14-inch pizzas into 8 slices and 16- to 18-inch pizzas into 8 to 12 slices. Slice count says little about the amount of food, which is why comparing area is more reliable.

How many pizzas do I need for a party?

Plan on two to three slices, or about 75 to 110 sq in, per adult. For 10 adults, four 16-inch pizzas or three to four 18-inch pizzas are usually enough.

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Results are estimates provided for information purposes. They do not replace professional advice.