Huntington-Hill Method

Logic Level 3

There are 3 groups \(A, B,\) and \(C\) that need to divide up a board with 5 seats on it. \(A\) has 500 members, \(B\) has 300 members, and \(C\) has 200 members.

If seats are assigned using the Huntington-Hill method, how many seats go to group \(A\)?

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