# Pizza Comparison (old version)

Check out the newer version!

How many times have you wondered whether it's better to get 2 medium pizzas or just 1 large pizza? Probably quite a few. What pizzerias usually tell you is a diameter of the pizza pie, but we don't eat the diameter. We don't eat the circumference either. What we eat is the area of the pizza. It's very basic maths that revolves around the equation `Area = Radius^2 * Pi`

, but we're often in too much of a hurry, or just can't be bothered to calculate it in our heads. That's why we built this pizza comparison tool to solve these problems once and for all.

The calculator requires minimal effort from you. Simply type in the diameter, price and number of smaller pizzas and repeat it for the larger pizza(s) you're considering. This tool will show you the total area and price of each pizza and how they compare against each other, expressed as a percentage. If you just want to compare the areas just skip the prices - this tool will work either way. Units will be defaulted to your country's units but feel free to switch between metric and imperial as you wish or maybe you could grab 3000 millimeters worth of pizza!

It's worth noting that it's almost always more cost-effective to opt for a larger pizza. As is the case in any other industry, pizzerias have better margins / markups on smaller products. The table below shows how quickly a pizza's area grows as the pizza diameter increases. As a result an 18-inch pizza is over 3 times larger than a 10-inch one. At the same time grabbing a monster 61-centimeter pizza will feed more people than 2 40-centimeter ones or nearly 6 25-cm pies.

Diameter (in) | Area (sq in) | Diameter (cm) | Area (sq cm) | Times bigger than 10in |
---|---|---|---|---|

10 | 79 | 25.4 | 507 | 1 |

12 | 113 | 30.5 | 730 | 1.4 |

14 | 154 | 35.6 | 993 | 2.0 |

16 | 201 | 40.6 | 1297 | 2.6 |

18 | 254 | 45.7 | 1642 | 3.2 |

20 | 314 | 50.8 | 2027 | 4.0 |

22 | 380 | 55.9 | 2452 | 4.8 |

24 | 452 | 61 | 2919 | 5.8 |

Make sure you use our calculator you next time you order a pizza. You'll be grateful you did the maths once your order arrives. Now it's not only discounts that can save you money!

## FAQ

### We are 5 people, should I order 3 medium or 2 large pizzas?

The size of the pizza is its diameter, and the area of a pizza increases as we increase the diameter. It is almost always a more cost-effective option to choose a large pizza because you get more area, which means more pizza to eat.

Suppose a medium pizza is 12 inches and a large is 16 inches. In that case, Omni's pizza comparison calculator states that the areas for 3 medium and 2 large pizzas **339.29 in² and 402.12 in²**, respectively. This means you get more pizza with 2 large pizzas.

### Is area of a pizza different than the size I ordered?

Yes, the area and size of a pizza are different properties. We order pizza by its size, which is its diameter. But we do not eat the diameter of the pizza, do we? In fact, what we eat is the area of the pizza.

The formula to calculate the area of a circular pizza is:

`area = radius² × pi`

Radius is simply diameter divided by 2.

Let's suppose your pizza size is 16 cm. The radius is 8.

So, **8 squared is 64**. Multiply this by **pi, 3.14**, to get your result of **201.06 cm²**.

### How do I calculate the actual size of a pizza?

If by the actual size you mean the area of the pizza, which is the part that we eat, then worry not; we've got you covered!

The formula calculates the area of a circular pizza:

`area = radius² × pi`

Radius is simply diameter divided by 2.

Let's suppose your pizza size is 20 inches in diameter. The radius would be 10 inches.

So, **10 squared is 100** Multiplied by **pi, 3.14**, your result is **314.16 in²**, which is the actual size (area) of the 20-inch pizza you eat.

### Does area of the pizza matter while ordering?

The area of the pizza matters because that is the part that we actually eat. Therefore don't focus too much on the diameter or the circumference of the pizza.

The area increases significantly as the diameter changes. However, pizzerias often use diameter to confuse this fact. For instance, **the area of a small 8 inch pizza is 50.27 in²**.