Example 1
250 ml and 5% -> about 9.9 g ethanol, 1.0 unit.
Type milliliters of the serving and the label percent. The calculator multiplies volume by percent and by 0.789, then divides ethanol mass by 10 g. 250 ml at 5% is about 9.9 g and 1.0 unit. 500 ml at 5% is about 19.7 g and 2.0. The UK 8 g unit stays out.
A label estimate, not medical advice. Cup: cup to mass. Servings: recipe scaling. Spoons: tablespoon and teaspoon.
Enter a value. The result shows up here.
Pure alcohol mass is milliliters of the serving times volume percent over 100 times 0.789 g/ml, the density of ethanol. Two hundred fifty ml at 5% is 250 × 0.05 × 0.789 = 9.8625 g, about 9.9 g on the page. Three hundred thirty ml at 5% is about 13.0 g. Five hundred ml of 5% beer is 19.725 g. Fifty ml of 40% spirit is 50 × 0.40 × 0.789 = 15.78 g.
The unit on the second card is mass divided by 10 g. 9.86 g is 1.0 unit after rounding to one decimal place. 19.725 g is 1.9725, 2.0 on the page. The official UK unit of 8 g would give a higher unit count at the same mass. Here the divisor stays 10 g so the result matches this page’s formula, not a limit from another country.
Wine at 175 ml and 12% is about 16.6 g and 1.7 units. A 150 ml glass at 13% is about 15.4 g and 1.5. One hundred ml at 40% is about 31.6 g and 3.2. Three hundred thirty ml at 4.5% is about 11.7 g and 1.2. The drink is not pure ethanol, so 0.789 estimates alcohol from the percent, not the whole can.
Volume must be greater than zero. A negative percent and a percent above 100 are refused. Zero percent with a positive volume gives 0 g and 0.0 units. Both fields need values. An example fills 250 only after you click the button. The volume field stays in milliliters in US mode too: we do not convert fl oz in the field.
The metric/US switch formats mass in g or oz. The second card still divides grams by 10. The unit does not swell into ounces. A cup of milk next door uses another density. Recipe scaling multiplies servings, not ethanol from a label.
Type 250 and 5, click Calculate, and match about 9.9 g and 1.0. Blood alcohol, time, and body mass stay out. Treat the result as label arithmetic, not as a medical limit or a driving rule.
mass g = ml × (% / 100) × 0.789
units = mass / 10
ml > 0. 0 ≤ % ≤ 100. Unit is 10 g, not 8 g.
mass = ml × (% / 100) × 0.789, units = mass / 10. 250 ml at 5% is about 9.9 g and 1.0 unit.
250 ml and 5% -> about 9.9 g ethanol, 1.0 unit.
330 ml and 5% -> about 13.0 g, 1.3 units.
500 ml and 5% -> about 19.7 g, 2.0 units.
175 ml and 12% -> about 16.6 g, 1.7 units.
150 ml and 13% -> about 15.4 g, 1.5 units.
50 ml and 40% -> about 15.8 g, 1.6 units.
100 ml and 40% -> about 31.6 g, 3.2 units.
330 ml and 4.5% -> about 11.7 g, 1.2 units.
This page divides ethanol mass by 10. 250 ml at 5% is about 9.9 g and 1.0 unit. An 8 g UK unit would show a higher count at the same mass.
It is the density of ethanol in g/ml. 250 × 5/100 × 0.789 = 9.8625 g, about 9.9 g on the page. An estimate of alcohol from the percent, not the whole can.
About 9.9 g and 1.0 unit, and 19.7 g and 2.0. 500 × 0.05 × 0.789 = 19.725 g, 2.0 on the page after dividing by 10.
Mass on the first card goes in g or oz. The second card still divides grams by 10, so 250 ml at 5% stays 1.0 unit. The volume field stays in ml.
Zero percent with a positive volume, for example 250 ml, gives 0 g and 0.0. Above 100% the calculator refuses. A negative percent too.
No. Both fields need values before you get 9.9 g. An example fills 250 ml after you click the button. An empty field does not start on its own.
Here 0.789 is ethanol from the percent: 250 ml at 5% is about 9.9 g. There 255 g is milk in a 250 ml cup. Different substance, different page.
No. It is an estimate from milliliters and a label, for example 1.0 unit from 250 ml at 5%. Blood alcohol, time, and body mass stay out.
About 16.6 g and 1.7 units, and 15.8 g and 1.6. 175 × 0.12 × 0.789 = 16.569 g, and 50 × 0.40 × 0.789 = 15.78 g.
Yes. 4.5 and 4,5 are the same strength. 330 ml at 4.5% is about 11.7 g and 1.2 units.
The kitchen converter multiplies the measures you type. USDA publishes food weights and composition.
Page updated in 2026.