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Answer :
Answer: A.) 4 oz.
Step-by-step explanation: A bahama soda is a refreshing drink made with cream, soda water, and flavored syrup.
The amount of cream in a regular (32 oz.) bahama soda depends on the ratio of soda water to syrup, but a common recipe is to use 4 oz. of cream, 24 oz. of soda water, and 4 oz. of syrup.
Therefore, the answer is A.) 4 oz.
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Final Answer:
In summary, the answer of 6 oz. is derived from a proportional division of the total volume, providing a reliable estimate of the cream content in a 32 oz. Bahama soda.thus the correct option is C) 6 oz.
Explanation:
In a regular 32 oz. Bahama soda, there are typically 6 oz. of cream. This can be determined by dividing the total volume of the soda (32 oz.) by the ratio of cream to soda. The ratio, in this case, is 6 parts cream to 26 parts soda (32 total parts). To find the amount of cream in a 32 oz. soda, multiply the ratio of cream to total parts by the total volume:
[tex]\[ \text{Cream} = \left(\frac{6}{32}\right) \times 32 \][/tex]
Simplifying the expression:
[tex]\[ \text{Cream} = 6 \][/tex]
Therefore, a regular 32 oz. Bahama soda contains 6 oz. of cream.
This calculation is based on the assumption that the cream is evenly distributed throughout the entire soda. The 6 oz. represents the proportionate amount of cream in the total volume. It's important to note that variations may occur based on specific recipes or brands, so this calculation is a generalization.
When considering such questions, it's useful to be aware of the standard practices in the preparation of Bahama soda and the typical ratios of ingredients used in the beverage industry. In summary, the answer of 6 oz. is derived from a proportional division of the total volume, providing a reliable estimate of the cream content in a 32 oz. Bahama soda.
