takes for granted that an almost even division in votes indicates a sharp
Why this is right
Since this begins with "takes for granted", we can ask ourselves, "Did the author make this assumption?" Since it describes a 2-part reasoning move, takes for granted that X indicates Y we could also ask ourselves, "Does the Evidence part of this answer match the actual Evidence. Does the Conclusion part of the answer match the actual Conclusion?" The premise indicates/implies/entails the conclusion, so we're asking ourselves, "Did the premise talk about an almost even division in votes?" Yes. It says in the last four elections the parties were separated by less than 1%. "Did the conclusion talk about a sharp division on issues?" Yes, it says that the two parties have clearly become sharply divided. Both halves match, so this accurately describes something the author has assumed. We might be taken aback with how boring this answer is. It doesn't seem to really explain why this is a bad assumption to make. It just says, "the author is assuming that her Premise indicates her Conclusion". If we think that the Premise is unconvincing proof of the Conclusion, then it's fair to say the argument is flawed by thinking that the Premise indicates the Conclusion. The test writers seem to have been expecting us to think that the evidence suggests the opposite of what the author concluded. As we discussed in the evaluation, it probably makes more sense to think that the two parties are barely distinguishable from each other, if the votes end up being so close. The answer seems written to imply the ironic move the author made, "assumes that an almost even division implies a sharp division?" [raises one eyebrow skeptically]
Skill tested: Flaw · how this choice captures the argument's function is the move to repeat next time.