by alex.chasan Tue Apr 27, 2010 8:11 pm
I agree with Dan's reasoning in the example about the Dog Treats Store, but I'm still having trouble (though I wish I weren't) accepting that (B) is the most logical completion of the original LSAT problem.
From the stimulus, we know for sure that the insurgent party (which had ignored their own internal disagreements up until their victory) WILL have their disagreements come forward upon their victory. [Corrections to this are welcome, though I think that's the jist of it].
If that's the case, then it seems like (C) is incredibly provable based on the premises. It begins, "the heretofore insurgent party" and my interpretation was that the "heretofore" refers to the party which has been ignoring its internal disagreements up until now.
If they can no longer ignore their internal disagreements, that must mean they have been victorious. Again, please correct my logic if there's an error but that seems like what they're saying.
If the insurgents are now victorious, and they can no longer ignore the fact that their views and aims differ "greatly" and likely "profoundly" based on the text, then it is far from guaranteed that they will even be able to produce an ideology to justify their policies. And, to me at least, it seems perfectly reasonable to assume that the degree of unity required to establish an ideology that justifies policy, is a necessary precondition to promulgating that policy.
Therefore, (C) appears to be an extremely safe/provable answer because it says they "will not always promulgate. . ." I WANT to believe that this is not as direct an extension of the premises as (B), but I just don't see it yet.
In order to accept (B), wouldn't you have to assume that addressing disagreements is a necessary precondition to stay in power? That seems like an ENORMOUS leap from the premises whereas (C) is much closer to the stimulus.
Again, I want to believe (B), but while I accept that it IS a logical completion of the argument, (C) still seems like the MOST logical completion.