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Which Pizza Is a Better Deal?

Compare the value of two pizzas: calculate the cost per square inch and discover which one gives you more pizza for your money.

How the Pizza Value Calculator Works

Have you ever wondered whether to get two small pizzas or one large? This calculator settles the debate once and for all by calculating the cost per square centimeter of pizza.

The Math of Pizza

The area of a circular pizza is calculated with the formula A = pi x (d/2) squared, where d is the diameter. The key point is that area grows with the square of the radius, not linearly. This means small increases in diameter produce large increases in surface area.

Practical example: a 12-inch pizza has an area of about 113 square inches. An 18-inch pizza has an area of about 254 square inches. The 18-inch pizza has only 50% more diameter, but offers 125% more pizza!

Why the Larger Pizza (Almost) Always Wins

At most pizzerias, the price does not scale proportionally with area. A large 18-inch pizza typically costs 1.5-2 times the price of a regular one, but offers more than double the surface area. This makes the larger pizza almost always more cost-effective per square inch.

Beyond Pizza

This geometric principle applies to any product sold in different sizes: cakes, pies, sheet pans. Comparing the price per square inch or per gram is always the best way to evaluate the real value.

Frequently Asked Questions

How do you calculate the area of a pizza?
The area of a pizza is calculated with the circle formula: A = pi x (d/2) squared, where d is the diameter. A 12-inch pizza has an area of about 113 square inches, while an 18-inch pizza has about 254 square inches -- 125% more!
Is the bigger pizza always the better deal?
Not necessarily. It depends on the price-to-area ratio. If an 18-inch pizza costs triple the price of a 12-inch, the small one might be more cost-effective per square inch. Our calculator tells you exactly which is the better deal.
Why does the large pizza almost always seem like a better deal?
Because area grows with the square of the radius. A pizza with 50% more diameter has 125% more area, but rarely costs 125% more. This is why the larger pizza is often more cost-effective per square inch.