Kitchen Math Calculators

How to scale a recipe without wrecking it

Doubling dinner or halving a cake sounds like simple multiplication — and for most ingredients it is. But a few things don't scale on the same straight line, and those are exactly the ones that ruin a dish if you scale them blindly.

The basic math

The scale factor is just new servings ÷ original servings. A recipe for 4 that you want to make for 6 has a factor of 6 ÷ 4 = 1.5 — multiply each ingredient by 1.5. Weighing in grams first (rather than cups) keeps the scaled amounts accurate, since small volume errors get multiplied too.

Fractional measurements come up constantly when scaling. A common approach: convert everything to grams or milliliters before you multiply, then convert back to whatever measures you're working in. Trying to scale "1¼ cups" directly by 1.5 in your head leads to errors; "150 g × 1.5 = 225 g" does not.

Worked example: banana bread for a crowd

The original recipe makes 1 loaf (8 servings). You want to make 3 loaves (24 servings) for a party. Scale factor: 24 ÷ 8 = 3.

IngredientOriginal (1 loaf)Scaled ×3Scale exactly?
All-purpose flour240 g720 gYes
Ripe bananas3 medium (~270 g)9 medium (~810 g)Yes
Granulated sugar150 g450 gYes
Unsalted butter113 g339 gYes
Eggs26Yes — whole eggs scale fine
Baking soda1 tsp (4 g)Start with 2½ tspReduce slightly
Salt1 tsp (6 g)Start with 2 tsp, tasteScale conservatively
Vanilla extract1 tsp2½ tspScale conservatively
Bake time60 min at 350°FSame — 3 separate pansTime does not scale

The key decisions in that table: baking soda is reduced to about 83% of the calculated amount (2½ tsp instead of 3) because leavening overshoot creates a soapy, metallic taste. Salt is started at two-thirds of the calculated amount and adjusted to taste. The bake time stays the same because each loaf is still the same size in the same size pan — you're making three pans in parallel, not one giant loaf.

What scales cleanly

The bulk ingredients — flour, sugar, liquids, fats, meat, vegetables — scale linearly. Multiply them by the factor and you're done.

Eggs are usually fine to scale as whole units. If the factor gives you a fractional egg (e.g., 1.5 eggs for a 1.5× batch), round to the nearest whole egg and adjust a liquid by a teaspoon or two if needed. For precise baking where one egg is a significant fraction of total liquid, beat the egg and measure half by weight.

What doesn't scale linearly

Rule of thumb: scale the bulk ingredients by the number, but treat salt, leavening, and time as "adjust and taste," not "multiply and trust."

Scaling up versus scaling down

Scaling up is generally more forgiving than scaling down. Halving a recipe is where most problems arise: you may end up with fractional eggs, odd leavening amounts, and a pan that doesn't match the reduced volume well. For baking, halving into the same pan often produces an underdone center because the shallower batter cooks unevenly; switch to a smaller pan to keep the batter at the original depth.

Scaling down by an odd factor (like making a recipe that serves 8 into one that serves 3) is where a calculator really earns its keep — the fractions become unwieldy fast. Use the Recipe Scaler to handle the arithmetic, then apply the judgment calls above for salt, leavening, and time.

Pan size when scaling baked goods

If you scale a recipe and need a different pan, the goal is to keep the batter at the same depth as the original. Bake time is determined by how long heat takes to reach the center, which depends on depth, not volume. Changing from a 9-inch round pan to an 8-inch round when halving a cake recipe, for example, keeps the depth roughly similar and lets you use the same bake time.

Use the Baking Pan Converter to find a pan with equivalent area when your original pan size isn't available.

Common mistakes