 Borda Count:  Each voter provides a ranking of the candidates. Then, a score (the Borda score) is assigned to each candidate by a voter as follows: If there are \(n\) candidates, give \(n-1\) points to the candidate ranked first, \(n-2\) points to the candidate ranked second,…, 1 point to the candidate ranked second to last and 0 points to candidate ranked last. So, the Borda score of candidate \(A\), denoted \(\BS(A)\), is calculated as follows (where \(\#U\) denotes the number elements in the set \(U)\):  \[\begin{align} \BS(A) =\ &amp;(n-1)\times \# \{i\ |\ i \text{ ranks \(A\) first}\}\\   &amp;+ (n-2)\times \# \{i\ |\ i \text{ ranks \(A\) second}\} \\   &amp;+ \cdots \\   &amp;+ 1\times \# \{i\ |\ i \text{ ranks \(A\) second to last}\}\\   &amp;+ 0\times \# \{i\ |\ i \text{ ranks \(A\) last}\}  \end{align}\]  The candidate with the highest Borda score wins. 