The approximate shelf-life of this product, when stored in a refrigerator (5 °C) is 21.3 hours.
Shelf life is defined as the length of time a product may be stored without becoming unsuitable for use or consumption.
Using a Q value of 3, the approximate shelf-life of this product is calculated as follows;
[tex]t_{90} (T_2) = \frac{t_{90}(T_1)}{Q_{10}^{(\frac{\Delta T}{10})} } \\\\t_{90} (T_2) = \frac{8}{3^{(\frac{25-5}{10})}} \\\\t_{90} (T_2) = \frac{8}{3^2} = 0.88 \ day = 21.3 \ hours[/tex]
Thus, the approximate shelf-life of this product, when stored in a refrigerator (5 °C) is 21.3 hours.
Learn more about shelf-life here: https://brainly.com/question/26090203
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