by giladedelman Tue Apr 17, 2012 4:39 am
Yes, good response.
To the original poster: it seems you're getting hung up on "contrary." You're right that contrary means opposite, but even "opposite" is actually kind of a loose term. In this case, Inez says the proposed plan will make people more willing to buy the antiques; Anika responds that it will not make people more willing to buy. Inez says it will, Anika says it won't: these are contrary outcomes. So the fact that Anika doesn't explicitly say the proposal will actually make people less willing to buy is okay; she's still saying that the effect will be contrary to what Inez predicts.
Does that make sense?
So (A) is correct.
(B) is a really terrible answer because Anika never says the plan shouldn't be adopted. She says it won't have the effect that Inez predicts, but she never says whether it should or should not be implemented; maybe she doesn't care about whether customers are buying, and only cares about getting more work for professional appraisers. She could love this plan!
(C) is out because there's no mention of any alternative plan.
(D) is out because Anika doesn't question the knowledge of these authorities.
(E) is out because there is no counterexample.
In response to your more general point: there is nothing wrong with inferring, except on questions that simply ask us to identify, as in "What is the conclusion?" Nothing wrong with inferring, that is, as long as we understand what inferring really means: it means figuring out what must be true based on the text. To justify answer (B), we're not inferring; rather, we're assuming, that because Anika disagrees with Inez's prediction, she thinks the plan should not be adopted. The opposite could just as easily be true, logically speaking, so we have no basis for making such an inference.
Let me know if that is all clear; this is an important topic!