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Cake Pan Size Conversion Calculator

Swapping cake pans? Compare pan areas and get the batter multiplier so a recipe made for one pan fills another correctly.

Original pan shape
Original size / length (in)
Original width (in) — rectangular only
New pan shape
New size / length (in)
New width (in) — rectangular only
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How it works

Area(round) = π × (diameter ÷ 2)² · Area(square) = side² · Area(rectangle) = length × width · Batter multiplier = new area ÷ original area

Cake pans hold batter in proportion to their base area, so the right way to swap pans is to compare areas, not diameters. A 9-inch round pan has an area of about 64 square inches while an 8-inch round has only 50 — so the same batter poured into the smaller pan sits deeper and bakes longer. Multiply every ingredient by the area ratio to fill a different pan to the same depth, and adjust the temperature down slightly and the time up for a deeper cake. This assumes both pans are the same height; very deep or shallow pans need extra judgement.

Worked example

A recipe is written for a 9-inch round pan (π × 4.5² ≈ 63.6 sq in). You only have an 8-inch round (π × 4² ≈ 50.3 sq in). The multiplier is 50.3 ÷ 63.6 = 0.79, so make about 79% of the recipe — or keep the full recipe and expect a deeper cake that bakes longer.

Frequently asked questions

Why compare area instead of diameter?

Because batter volume scales with the base area, which grows with the square of the diameter. Going from 8 to 9 inches sounds like a small change but adds about 27% more area — comparing diameters alone would badly underestimate it.

Do I need to change the oven time or temperature?

Often yes. A smaller pan makes a deeper cake that needs a longer, sometimes slightly cooler bake, while a larger pan spreads the batter thin and bakes faster. Start checking earlier or later than the recipe states and test for doneness.

Can I convert between round and square pans?

Yes — this compares their areas directly. As a rule of thumb, a square pan holds noticeably more than a round pan of the same nominal size, because the corners add area a circle does not have.

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This calculator is for educational purposes. Double-check important results before acting on them.