Example 1
- Servings: 4 → 6
- Amount: 2
3
2 × (6/4) = 3.
Enter the servings in the recipe, the servings you want, and one ingredient amount. The calculator multiplies the amount by the serving ratio: target ÷ original. From 4 servings to 6 the factor is 1.5, so 2 units become 3. From 2 servings to 3 with amount 250 the result is 375. Keep the unit from the recipe — the calculator does not convert it.
Enter servings and amount. The result will appear here.
Cup to mass: cup to grams. Spoons: tablespoon and teaspoon. Oven: baking temperature.
The recipe scaling calculator multiplies one ingredient amount by the serving ratio. The formula is new = amount × (target servings / original servings). At 2 for 4 servings to 6, the result is 3, because the factor 6/4 = 1.50.
At 250 for 2 servings to 3, the result is 375. When you reduce servings from 8 to 4 at amount 400, the result is 200. Equal servings leave the amount unchanged.
Enter original servings, target servings, and the ingredient amount. Keep the amount unit from the recipe: cups, grams, spoons, or milliliters. The metric/US switch does not convert cups into gallons and does not change the serving factor.
Both serving counts must be greater than zero. Amount zero stays zero. A negative amount is rejected. The target-servings field rounds the display to a whole number, but the calculation uses the value you entered.
This is neither an oven-temperature converter nor a cup-to-mass calculator. Convert oven temperature on the baking page. Convert a cup of sugar or a spoon of oil on the neighboring page first, then enter the ready amount here.
Enter 4, 6, and 2, then check that the result is 3 at factor 1.50. Then 2, 3, and 250: the result is 375.
new = amount × (target / original)
Original servings > 0. Target servings > 0. Amount ≥ 0. Example: 2 × (6/4) = 3.
New amount is amount times the serving ratio. 2 at 4 to 6 is 3. 250 at 2 to 3 is 375.
3
2 × (6/4) = 3.
375
250 × (3/2) = 375.
200
400 × (4/8) = 200.
The calculator multiplies the recipe amount by the ratio of target servings to original servings. At 2 for 4 servings scaled to 6, the result is 3, because the factor 6/4 = 1.50.
No. The unit stays yours: cups, grams, spoons, or milliliters. The metric/US header switch does not convert the amount.
No. Both serving counts must be greater than zero, because we divide by the original. Amount zero is allowed and stays zero. A negative amount is rejected.
The display rounds to a whole number, but the math uses the value you entered. At 2 for 4 servings to 6.5, the amount result is 3.25, not a value from rounded 7.
No. Here you scale an ingredient amount. Convert oven temperature on the baking temperature page, without multiplying the scale.
Cup to mass and tablespoon to milliliters are on the neighboring pages. Here you multiply an amount you already have.
Yes. A comma and a period are the same fraction. At 2 for 4 servings to 6.5, the result is 3.25.
The primary result is the new amount. Beside it you see the factor, the servings you entered, and the rounded target-servings display.
Yes. The factor is the same, but units may differ. Scale sugar in grams and oil in spoons separately.
Here you change the serving count. On ml to grams you convert volume to mass at a density, without a serving ratio.
Divide target servings by original servings, then multiply the ingredient amount by that factor. From 4 to 6: 6 ÷ 4 = 1.5. At amount 2: 2 × 1.5 = 3.
Exactly 2 when target servings are twice the original. Every ingredient amount is then multiplied by 2.
Set target servings to half the original. The factor is 0.5. At amount 250 the result is 125 in the same unit.
The calculator only multiplies the amount you enter. For large scale-ups, salt, spices, and leaveners often need a gentler tweak. Baking time and oven temperature are not multiplied by the factor.
Here you change the serving count while keeping the ingredient unit. Cup-to-mass converts volume to product mass and does not compute servings.
Factor 3 ÷ 2 = 1.5. New amount: 250 × 1.5 = 375. The unit stays whatever the recipe used.
Scaling is a proportion: new amount = amount × (target / original). Recipe arithmetic, not a NIST standard.
Page updated November 3, 2026.