Skip to content
K Knidox Search…
Cooking & Kitchen · Recipes

Recipe Scaler

Halve, double, or resize any recipe by servings or a direct multiplier.

Scale by
What the recipe currently makes.
How many you want to make.
Each line starts with a quantity, e.g. “2 cups flour” or “1 1/2 tsp salt”.
Show fractions

Round cooking-friendly amounts to common fractions (¼, ⅓, ½, ¾), or show plain decimals.

Try a sample recipe
Scale factor
1.5×

6 ÷ 4 servings = 1.5× — every quantity is multiplied by 1.5.

Scaled ingredients
3 cups all-purpose flour
2¼ tsp baking powder
4½ eggs
¾ cup sugar
1½ tsp vanilla extract
1⅛ cup milk
a pinch of salt

Lines without a leading number (like “a pinch of salt”) pass through unchanged.

To scale a recipe, multiply every ingredient by a factor of desired ÷ original servings. Doubling a 4-serving recipe to 8 gives a factor of 2, so 2 cups flour becomes 4 cups and 1½ tsp salt becomes 3 tsp. Units and ingredient names stay the same — only the amounts change.

Resizing a recipe up or down

Scaling keeps a recipe’s proportions while changing the yield. Pick a target — either a new serving count or a direct multiplier like ½× or 2× — and multiply each ingredient amount by that single factor. This tool parses the leading quantity on every line, including simple fractions and mixed numbers, and rewrites it while leaving the unit and ingredient name untouched.

factor = desired servings ÷ original servings

then new amount = original amount × factor

Worked example

Scaling a 4-serving recipe up to 6 servings.

  1. 1
    Find the factor. Divide the desired servings by the original: 6 ÷ 4 = 1.5.
  2. 2
    Multiply each amount. 2 cups flour × 1.5 = 3 cups flour; 1½ tsp salt × 1.5 = 2.25 tsp salt.
  3. 3
    Keep units and names. Only the number changes — “cups flour” and “tsp salt” carry through unchanged.
  4. 4
    Round sensibly. Amounts are rounded to two decimals; measure with the nearest practical spoon or cup.

Common scaling factors

Multiply every ingredient amount by the factor to reach the new yield.

GoalFactorExample: 2 cups →
Halve0.5×1 cup
Same2 cups
One and a half1.5×3 cups
Double4 cups
Triple6 cups

Where scaling needs judgment

Cooking time does not scale linearly. Doubling a batch rarely doubles the bake or simmer time — a bigger pan or deeper dish changes heat transfer more than volume does. Keep the temperature the same and check for doneness a little early, adding minutes as needed rather than multiplying the clock.

Season to taste. Salt, spices, leavening, and strong aromatics often don’t scale in a straight line. When tripling a recipe, add the scaled amount gradually and taste as you go rather than dumping it all in.

Pan size matters. Doubling a cake usually means a larger or extra pan, not a taller batter — depth affects how evenly the centre cooks.

How is the scale factor calculated?
It is the desired servings divided by the original servings. Going from 4 to 6 servings gives 6 ÷ 4 = 1.5, so every amount is multiplied by 1.5. You can also enter a direct multiplier such as ½× or 3×.
Does cooking time scale too?
No — cooking time does not scale linearly with quantity. Keep the oven temperature the same and start checking a little before the original time, then add minutes as needed. Pan size and depth affect timing more than total volume.
How are fractions handled?
The parser reads simple fractions like 1/2 and mixed numbers like 1 1/2, converts them to decimals, multiplies, and rounds to two decimals with trailing zeros stripped — so 1 1/2 tsp at 1.5× becomes 2.25 tsp.
What happens to lines with no number?
Lines that don’t start with a quantity — like “a pinch of salt” or “salt to taste” — pass through unchanged, since there is nothing numeric to multiply.
Should I round scaled amounts?
Results are rounded to two decimals for readability. In practice, round to the nearest measure you can actually spoon or pour; a value like 2.25 tsp is 2 tsp plus ¼ tsp.
Can I scale a recipe down to fewer servings?
Yes. Enter fewer desired servings, or use the ½× multiplier, and every amount shrinks by that factor. Very small results may round to awkward fractions, so adjust by eye when needed.