125 Grams of Tomato Paste to Cups Conversion
Questions: How many US cups of tomato paste in 125 grams? How much are 125 grams of tomato paste in cups?
The answer is: 125 grams of tomato paste is equivalent to 0.556 ( ~
'Weight' to Volume Converter
Grams of tomato paste to US cups Chart
Grams of tomato paste to US cups | ||
---|---|---|
35 grams of tomato paste | = | 0.156 US cups |
45 grams of tomato paste | = | 0.2 US cups |
55 grams of tomato paste | = | 0.244 US cups |
65 grams of tomato paste | = | 0.289 US cups |
75 grams of tomato paste | = | 0.333 US cups |
85 grams of tomato paste | = | 0.378 US cups |
95 grams of tomato paste | = | 0.422 US cups |
105 grams of tomato paste | = | 0.467 US cups |
115 grams of tomato paste | = | 0.511 US cups |
125 grams of tomato paste | = | 0.556 US cups |
Grams of tomato paste to US cups | ||
---|---|---|
125 grams of tomato paste | = | 0.556 US cups |
135 grams of tomato paste | = | 0.6 US cups |
145 grams of tomato paste | = | 0.644 US cups |
155 grams of tomato paste | = | 0.689 US cups |
165 grams of tomato paste | = | 0.733 US cups |
175 grams of tomato paste | = | 0.778 US cups |
185 grams of tomato paste | = | 0.822 US cups |
195 grams of tomato paste | = | 0.867 US cups |
205 grams of tomato paste | = | 0.911 US cups |
215 grams of tomato paste | = | 0.956 US cups |
Note: some values may be rounded.
FAQs on tomato paste volume to weight conversion
125 grams of tomato paste equals how many US cups?
125 grams of tomato paste is equivalent 0.556 ( ~
How much is 0.556 US cups of tomato paste in grams?
0.556 US cups of tomato paste equals 125 grams.
Weight to Volume Conversions - Cooking Ingredients
References:
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.