![Сколько грамм вареного риса в 100 граммах сухого](data:image/jpeg;base64,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)
Вареный рис является одним из основных ингредиентов в рационе питания многих людей. Однако, при приготовлении риса, возникает необходимость определить, сколько грамм вареного риса получится из определенного объема сухого риса. Расчет и пропорции в данном случае играют важную роль.
Чтобы определить количество грамм вареного риса в 100 граммах сухого, необходимо учесть, что рис при варке поглощает определенное количество воды. Величина поглощения воды зависит от вида риса и его качества. Обычно для приготовления одной порции риса используется пропорция 1:2, то есть 1 часть сухого риса нуждается в 2 частях воды.
Например, приготовление 100 грамм сухого риса потребует 200 грамм воды.
После варки риса, он остается частично насыщенным водой, в результате чего его объем увеличивается. Приблизительная пропорция повышения объема — 1:2,5 или 1:3.