In the Following Voter Profile, Use the Hare Method to Determine

Multiple Choice

In the following voter profile, use the Hare Method to determine the winner. If candidate d drops out, and a second election is held, who is the winner if the Hare Method is again used? Does the
Hare Method violate the Independence of Irrelevant Alternatives Criterion in this election process?

A) $b ; b , n o$
B) b;c, yes
C) $c ; \mathrm { c } , \mathrm { no }$
D) c; b, yes