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Answer :
Final answer:
The company's excess cleaning solution has a mean of 30 mL and a standard deviation of 45 mL.
Explanation:
The student's question involves translating the statistics of a distribution from fluid ounces (fl oz) to milliliters (mL), keeping in mind that 1 fl oz is approximately equal to 30 mL. The company's cleaning solution bottles have a mean of 33 fl oz and a standard deviation of 1.5 fl oz. But they advertise as holding only 32 fl oz. So, the excess amount that the company fills on average is 33 fl oz - 32 fl oz = 1 fl oz.
After converting this to milliliters, the average excess cleaning solution would be 1 fl oz * 30 mL = 30 mL.
In terms of standard deviation, we are just converting units from one to another. So, the original standard deviation (1.5 fl oz) would convert to 1.5 fl oz * 30 mL = 45 mL in mL. Therefore, the mean and standard deviation of the distribution of excess cleaning solution is 30 mL and 45 mL respectively.
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