How Much Is 2.08 Grams of Rice (Short Grain) in Cups?
2.08 grams of rice (short grain) equals 0.01 cups. Rice (short grain) has a density of 200g per cup. Because grams measure weight and cups measure volume, the result depends on the ingredient's density.
Formula and Step-by-Step
- Start with 2.08 grams of rice (short grain)
- 1 cup of rice (short grain) = 200g
- 2.08g ÷ 200g/cup = 0.01 cups
The same formula works for any amount. Multiply (or divide) by the density, then convert units as needed.
Measuring Tip
Rice expands roughly 2-3x when cooked. 1 cup of dry rice (short grain) (200g) yields approximately 3 cups cooked.
Rice (Short Grain) at Different Amounts
How rice (short grain) scales across common grams measurements. Your amount (2.08 grams) is highlighted.
Other Amounts of Rice (Short Grain)
| Grams | US Cups | Metric Cup | Imperial Cup |
|---|---|---|---|
| 2.08 grams | 0.01 cups | 0.01 cups | 0.01 cups |
| 5 grams | 0.03 cups | 0.02 cups | 0.02 cups |
| 10 grams | 0.05 cups | 0.05 cups | 0.04 cups |
| 25 grams | 0.13 cups | 0.12 cups | 0.10 cups |
| 50 grams | 0.25 cups | 0.24 cups | 0.21 cups |
| 75 grams | 0.38 cups | 0.35 cups | 0.31 cups |
| 100 grams | 0.50 cups | 0.47 cups | 0.42 cups |
| 150 grams | 0.75 cups | 0.71 cups | 0.62 cups |
| 200 grams | 1.00 cup | 0.95 cups | 0.83 cups |
| 250 grams | 1.25 cups | 1.18 cups | 1.04 cups |
| 500 grams | 2.50 cups | 2.37 cups | 2.08 cups |
Understanding the Units
What is a Gram?
Weighing ingredients in grams eliminates the variability of volume measurements. A cup of flour can weigh anywhere from 120g to 160g depending on how it was scooped, but 120g of flour is always 120g of flour.
What is a Cup?
There are three cup standards used worldwide. The US cup (236.588 ml) is used in American recipes. The metric cup (250 ml) is standard in Australia, New Zealand, and some parts of Asia. The imperial cup (284.131 ml) appears in older British and Canadian recipes. A metric cup holds about 5.7% more than a US cup, while an imperial cup holds about 20% more. Using the wrong standard can noticeably affect a recipe.