Vodka Grams to Milliliters
1 gram of Vodka is about 1.05 milliliters using the density reference for this converter.
Direct Answer
1 g of Vodka equals 1.05 mL
milliliters = grams ÷ 0.953
250 g = 262.33 mL
This uses Vodka at 40% ABV (not pure ethanol), so density differs from alcohol-only references.
Converter Calculator
Explanation
Convert grams of vodka into milliliters using the same 0.953 g/mL density reference used on the reverse page.
That is especially useful for cocktail specs, batching sheets, and inventory work where vodka starts from weight but service still uses poured measures. Vodka is treated here as 40% ABV, so stronger or lower-proof bottles can shift the practical density slightly.
Common Conversion Values
| Grams | Milliliters |
|---|---|
| 25 | 26.23 |
| 50 | 52.47 |
| 75 | 78.7 |
| 100 | 104.93 |
| 150 | 157.4 |
| 200 | 209.86 |
| 250 | 262.33 |
| 500 | 524.66 |
Frequently Asked Questions
How many milliliters is 1 gram of Vodka?
1 gram of Vodka is 1.05 milliliters using the density reference for this converter.
What density basis is used for Vodka?
It uses a density of 0.953 g/mL for Vodka.
How many milliliters is 250 g of Vodka?
250 g of Vodka is 262.33 milliliters using the density reference for this converter.
How do I convert Vodka milliliters back to grams?
Use the mirror Milliliters To Grams page; for this ingredient, 1 mL = 0.95 g.