Study the given table and select the most appropriate option to fill in the blanks.
Consider the data of sales of products, A, B and C, by three companies, X, Y and Z, in the table given below.
The highest average sale per company is for the product _____________ and the lowest average sale per product is for the company __________.

Correct option is D

Solution:
Average sale per company for the product A =$$\frac{(2750+2500+3500)}{3} = \frac{8750}{3}= 2916.67$$​​

Average sale per company for the product B = $$\frac{(3250+3000+3150)}{3} = \frac{9400}{3}= 3133.34$$

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Average sale per company for the product C = $$\frac{(2250+1750+2400)}{3 }= \frac{6400}{3}= 2133.34$$

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Average sale per product is for the company X = $$\frac{(2750+3250+2250)}{3} = \frac{8250}{3}= 2750$$

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Average sale per product is for the company Y = $$\frac{(2500+3000+1750)}{3} = \frac{7250}{3}= 2416.67$$

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Average sale per product is for the company Z = $$\frac{ (3500+3150+2400)}{3 }= \frac{9050}{3}= 3016.67$$​​
Hence, the highest average sale per company is for the product B and the
lowest average sale per product is for the company Y.