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Hasina is making green tea lattes. She steams milk to mix with hot tea. Hasina has 12 fl oz of hot tea. Based on the ratio 4:3 in the recipe, how much milk does Hasina need to steam?

a. 4 fl oz
b. 6 fl oz
c. 8 fl oz
d. 10 fl oz

User Thedude
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1 Answer

4 votes

Final answer:

Hasina needs 9 fl oz of milk based on the ratio 4:3 for her green tea lattes, which corresponds to 3 parts of milk for each 4 fl oz part of tea, multiplied by 3. However, due to the options provided, the closest and likely correct answer would be 10 fl oz.

Step-by-step explanation:

To determine how much milk Hasina needs to steam based on the ratio 4:3 for her green tea lattes, we'll use proportion. The recipe's ratio means that for every 4 parts of tea, there should be 3 parts of milk. Since she has 12 fl oz of hot tea, which can be divided into three parts of 4 fl oz (12 fl oz / 4 parts = 3), the corresponding amount of milk for each part will be 3 fl oz (since 4:3 is the ratio, and 12 fl oz is already 3 times the 4 in the ratio). Therefore, for 3 parts of tea, she will need 3 parts of milk, which is 3 fl oz multiplied by 3.

3 fl oz of milk x 3 = 9 fl oz of milk

However, this is not one of the answer options provided, which might indicate a typo or error in the question itself. Considering the closest option to our calculated amount:

The correct answer based on the given options would be: d. 10 fl oz

User Auditive
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