20 Ml of Basil to Kg Conversion

Question:
How many kilograms of basil in 20 milliliters? How much are 20 ml of basil in kg?

The answer is:
20 milliliters of basil is equivalent to 0.0017 kilograms(*)

Volume to 'Weight' Converter

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Results:

20 milliliters of basil equals 0.0017 kilograms. (*)
(*) To be more precise, 20 milliliters of basil is equal to 0.0017 kilograms. All figures are approximate.

Milliliters of basil to kilograms Chart

Milliliters of basil to kilograms
11 milliliters of basil = 0.000935 kilograms
12 milliliters of basil = 0.00102 kilograms
13 milliliters of basil = 0.00111 kilograms
14 milliliters of basil = 0.00119 kilograms
15 milliliters of basil = 0.00128 kilograms
16 milliliters of basil = 0.00136 kilograms
17 milliliters of basil = 0.00145 kilograms
18 milliliters of basil = 0.00153 kilograms
19 milliliters of basil = 0.00162 kilograms
20 milliliters of basil = 0.0017 kilograms
Milliliters of basil to kilograms
20 milliliters of basil = 0.0017 kilograms
21 milliliters of basil = 0.00179 kilograms
22 milliliters of basil = 0.00187 kilograms
23 milliliters of basil = 0.00196 kilograms
24 milliliters of basil = 0.00204 kilograms
25 milliliters of basil = 0.00213 kilograms
26 milliliters of basil = 0.00221 kilograms
27 milliliters of basil = 0.0023 kilograms
28 milliliters of basil = 0.00238 kilograms
29 milliliters of basil = 0.00247 kilograms

Note: some values may be rounded.

FAQs on basil weight to volume conversion

20 milliliters of basil equals how many kilograms?

20 milliliters of basil is equivalent 0.0017 kilograms.

How much is 0.0017 kilograms of basil in milliliters?

0.0017 kilograms of basil equals 20 milliliters.

Notes on ingredient measurements

It is a bit tricky to get an accurate food conversion since its characteristics change according to humidity, temperature, or how well packed the ingredient is. Ingredients that contain the terms sliced, minced, diced, crushed, chopped add uncertainties to the measurements. A good practice is to measure ingredients by weight, not by volume so that the error is decreased.

Disclaimer

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