Dried pasta / main
Use uncooked dried-pasta weights for a main course.
- These are editable meal-planning examples, not dietary prescriptions. Sauce, appetite and other courses affect the amount required.

Cooking & Baking calculator
Plan dried or fresh pasta using editable adult and child portions, serving role and pack size.
Four adults at 100 g and two children at 60 g need 520 g of dried pasta. With the 10% allowance that is 572 g, which means 2 packs of 500 g and 428 g left over.
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Use uncooked dried-pasta weights for a main course.
Use smaller uncooked portions when pasta accompanies other substantial dishes.
Enter portions for the actual fresh or filled product you are serving.
Four adults at 100 g and two children at 60 g need 520 g of dried pasta. With the 10% allowance that is 572 g, which means 2 packs of 500 g and 428 g left over.
| Input | Value |
|---|---|
| Adults | 4 |
| Children | 2 |
| Adult portion | 100 g |
| Child portion | 60 g |
| Extra allowance | 10 % |
| Pack size | 500 g |
| Result | Value |
|---|---|
| Required quantity | 572 g |
| Packs to buy | 2 |
| Purchase quantity | 1,000 g |
| Left over | 428 g |
Use the weight specified by the selected calculation mode. Dried and fresh pasta have different water contents and different editable portion assumptions. The worked shopping example uses dried pasta before cooking; it is not a prediction of the weight after cooking.
It is the quantity remaining from complete purchased packs after reserving the required uncooked pasta. Four adults at 100 g and two children at 60 g need 520 g; a 10% allowance gives 572 g. Two 500 g packs leave 428 g uncooked in the cupboard.
Divide the required weight by the weight of one pack, then round the pack count up. Keep both quantities in the same unit and subtract usable cupboard stock before purchasing. The remaining pasta is a shopping remainder, not a reason to change the portion assumption for your guests.
Calculation/content reviewed 4 October 2026. Source: Babushka Market’s displayed formulas, units and labelled editable assumptions. How the estimates work