DJWriter
The blog of Chicago-based freelance copywriter and author David Johnsen.
Friday, June 29, 2007
Volume Discounts: Pizza Mathematics, Part II
When we did the math, I was surprised to learn how rapidly the area of a pizza grows. A 12" pizza is 44% larger than a 10" pizza, and a 14" pizza is twice the size of a 10" pizza. That got me thinking about menu prices. By dividing the cost of a pizza by its area, I can determine the cost per square inch. Of course, pricing varies significantly from place to place. For the first example, I will use prices for Giordano's stuffed pizza with two toppings because that is what we ordered:
| Size (inches) | Area (square inches) | Price | Cost per square inch |
| 10 | 78.5 | $14.95 | 19.04 cents |
| 12 | 113.1 | $18.95 | 16.76 cents |
| 14 | 153.9 | $21.25 | 13.81 cents |
As I always suspected, ordering a larger size is a much better deal. What about their thin crust pizza?
| Size (inches) | Area (square inches) | Price | Cost per square inch |
| 10 | 78.5 | $10.95 | 13.95 cents |
| 12 | 113.1 | $13.65 | 12.07 cents |
| 14 | 153.9 | $16.75 | 10.88 cents |
| 16 | 201.1 | $19.85 | 9.87 cents |
Here is a great example of what a deal larger sizes are. A square inch of 10" thin crust is more expensive than a square inch of 14" stuffed, even though the stuffed pizza is about three times as thick.
For another example I will use Manzo's, a local Italian restaurant, because they offer a wider range of thin crust sizes. Again, prices are for a pizza with two toppings:
| Size (inches) | Area (square inches) | Price | Cost per square inch |
| 10 | 78.5 | $9.00 | 11.46 cents |
| 12 | 113.1 | $10.50 | 9.28 cents |
| 14 | 153.9 | $11.75 | 7.63 cents |
| 16 | 201.1 | $13.00 | 6.46 cents |
| 18 | 254.3 | $14.75 | 5.80 cents |
As long as you have a way to store the leftovers, a bigger pizza is a much better deal than a smaller one. There are numerous reasons for this. While a 14" pizza requires twice the ingredients of a 10", it doesn't require twice the labor. And restaurants probably account for fixed costs (rent, utilities, etc.) on a per-pizza basis rather than adjusting for size. Of course, one could argue that if ordering a bigger pizza just makes you eat more (i.e., if you don't save the extra food for another meal), then you are paying for it in different ways.
Labels: pizza

