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A soda company makes different flavors of soda. Last year, the company produced the same number of bottles of each flavor. If the company produced 187,320 bottles of soda in all last year, how many different flavors could the company make? Select all the possible numbers

A soda company makes different flavors of soda. Last year, the company produced the same number of bottles of each flavor. If the company produced 187,320 bottles of soda in all last year, how many different flavors could the company make? Select all the possible numbers.
8
5
2
6




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  1. To determine how many different flavors the soda company could make, we need to find the factors of the total number of bottles produced, which is 187,320. The company produced an equal number of bottles for each flavor, so the number of flavors must be a factor of 187,320.

    The possible factors from the options given are:

    – 2 (187,320 ÷ 2 = 93,660)

    – 5 (187,320 ÷ 5 = 37,464)

    – 6 (187,320 ÷ 6 = 31,220)

    – 8 (187,320 ÷ 8 = 23,415)

    All four options are indeed factors of 187,320, so the company could make any of these flavors.

    In conclusion, the possible numbers of different flavors the company could make are 2, 5, 6, and 8.

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