 In this video, we provide the solution to question number one for practice exam number three for math 1030, in which case we are given the preference schedule for an election of four candidates, ABCD, and we're asked to determine who's the winner of the election using the plurality method, for which that's the method which we have to determine who has the most first place votes. So you'll notice that A has 25 votes, B has 20, C has 10. D, of course, there's two different profiles that seem to vote for D first. One of them is 30, which is honestly enough by itself, but then you add that to 10. So D has 40 first place votes and no one else compares to that, so the correct answer would then be D.