ML to Grams Converter

An ML to Grams Converter estimates an ingredient’s mass from its volume and density. It also works in reverse, finding milliliters from grams. Use it when a recipe gives one measurement but your jug or scale uses another.

The ingredient matters. At this tool’s illustrative densities, 100 mL of water is approximately 100 g, while the same volume of olive oil is approximately 91 g. A single conversion factor cannot describe every food.

1. Select the ingredient, or choose Custom Ingredient and enter its name and density.
2. Enter the volume in milliliters. Decimals and zero are supported.
3. Check the selected density and the result beside the inputs or below them on mobile.
4. Choose a display precision, open the ingredient chart, or copy, print or export the calculation.

Edit any preset density to match product-specific information. Its result label changes to “edited density,” and the conversion chart follows the value you entered. Custom ingredients start without an assumed density.

Mass (g) = volume (mL) × density (g/mL). The milliliter units cancel, leaving grams.

For 100 mL of whole milk using 1.03 g/mL: 100 × 1.03 = 103 g. For 250 mL of olive oil using 0.91 g/mL: 250 × 0.91 = 227.5 g.

The arithmetic uses the selected density without intermediate rounding. The answer remains a kitchen estimate because real density depends on the product and conditions. More displayed decimals do not make the ingredient assumption more certain.

No. A milliliter measures volume, while a gram measures mass. One milliliter of water is approximately one gram for many cooking tasks because water’s density is close to 1 g/mL, but even water changes density with temperature.

Oil, honey, flour and sugar have different densities. With the presets here, 1 mL of honey is approximately 1.42 g, while 1 mL of flour is approximately 0.50 g. Treating either as exactly one gram would produce a different ingredient amount.

Each row uses the stated preset density. These are illustrative conversions rather than universal product specifications.

For 250 mL, multiply the density by 250 instead. Water is approximately 250 g, whole milk 257.5 g and honey 355 g under these assumptions.

Volume (mL) = mass (g) ÷ density (g/mL). Select Grams to Milliliters to enter a mass instead of a volume.

For whole milk at 1.03 g/mL, 206 g ÷ 1.03 = 200 mL. For honey at 1.42 g/mL, 142 g ÷ 1.42 = 100 mL.

Swap direction transfers the converted quantity into the input, retaining the unrounded physical amount. Changing the ingredient afterward keeps the current input quantity and uses the newly selected density. Invalid or missing densities cannot produce a conversion.

Density is mass divided by volume. The following cooking presets are editable estimates. Flour and sugar use bulk density, including the spaces between particles; scooping and packing can change the result substantially.

The flour and sugar examples use a 240 mL cooking-cup convention. King Arthur Baking’s ingredient chart provides reference cup masses of 120 g for all-purpose flour and 198 g for granulated white sugar. NIST’s kitchen equivalencies give a rounded cooking equivalent of 240 mL per cup. Thus the illustrative densities here are 120/240 = 0.50 and 198/240 = 0.825 g/mL.

A cup is not one universal exact volume across recipes and countries. Use the volume specified by your recipe rather than treating this convention as a definition of every measuring cup.

Volume describes how much space a quantity occupies. Mass describes how much matter it contains. A measuring jug reads volume; a kitchen scale reads mass. “Grams versus milliliters” is therefore a comparison of different quantities.

One liter is 1,000 milliliters, one milliliter is one cubic centimeter, and one kilogram is 1,000 grams. Those unit relationships are exact. The connection between volume and mass still requires density.

Suppose a recipe needs 200 mL of honey, but you prefer using a scale. With the illustrative density 1.42 g/mL, the target mass is approximately 284 g. Place the bowl on the scale, tare it, then add honey to that mass.

For flour, the 0.50 g/mL preset gives 120 g for 240 mL. A tightly packed cup can hold a different mass, so use the recipe author’s ingredient weights when available. Direct weighing is often more consistent for baking than estimating mass from a scooped volume.

If you know the mass of a measured sample, calculate density = mass ÷ volume and enter that value. For example, 180 g occupying 200 mL gives 0.90 g/mL. Without density or a mass/volume reference, the converter cannot infer an unknown ingredient’s mass.