A country has three provinces, which are labelled X, Y, and Z. The country needs to apportion 60 seats in their legislative body. Find the lower quota for each province.

Welcome back. For this problem, we have the same country with 3 provinces labeled X, Y, and Z. The country needs to apportion 60 seats in their legislative body, and we've been given the standard quota for each province. We'd like to find the lower quota for each province, which is just the standard quota rounded down. And as a reminder, we always round down, even if the 10th place has a digit that is 5 or higher. So let's do this for our first province, province X. The standard quota is 28.8, and when we round this down, we essentially take off the decimal, leaving us with 28. Our next province is Province Y, which has a standard quota of 20.4, and again, we're gonna round it down by removing the decimal to 20. And our final province, province Z, has a standard quota of 10.8, and again, we just remove the decimal to round down to 10. So our lower quotas are 28, 20, and 10. Great work.

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A country has three provinces, which are labelled X, Y, and Z. The country needs to apportion 60 seats in their legislative body.Find the lower quota for each province.

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A country has three provinces, which are labelled X, Y, and Z. The country needs to apportion 60 seats in their legislative body.
$Table showing three provinces X, Y, and Z with their standard quotas of 28.8, 20.4, and 10.8 seats respectively.$
Find the lower quota for each province.