Ron Gore wrote:
To dig a bit deeper, this conclusion is causal. The central causal assumption made by stimulus authors on the LSAT is that there is one cause for each effect, and that the cause and effect are always perfectly related to each other. In that sense, the LSAT improperly treats causal reasoning much like conditional reasoning. This answer choice addresses that central causal reasoning flaw that often recurs in the Logical Reasoning section of the test. It says that the political scientist overlooks the possibility that democracy can be in a causal relationship with political freedom without the two also having a conditional relationship.
Can someone explain this explanation further? In particular, I don't understand the connection between the assumption made by the LSAT test makers (namely, that there is one cause for each effect) and the flaw in this question.
Is this question pointing out the
flaw of the assumption made by the LSAT? Is it saying that it is flawed to assume (as all LSAT causal conclusions assume) that democracy is the only thing that can cause political freedom? That there are other things that could cause political freedom besides democracy?
I also don't understand how to decide whether to deal with this with conditional reasoning or causal reasoning or both.
Here is how I initially understood the stimulus: The speaker wants to conclude that democracy does not promote political freedom. This is an "anti-causal" conclusion that purports to show that x does not cause y. There are two groups of counterexamples cited. The first involves democracies that did not lead to political freedom. Here, the cause (i.e., democracy) occurs, but the effect (i.e., political freedom) does not occur. The second involves oppressive societies that have led to political freedom. Here, the cause (i.e., democracy) does not occur, and the effect (i.e., political freedom) still occurs. Both of these groups of cases undermine the causal claim that democracy leads to political freedom, so the speaker uses them to make his "anti-causal" argument.
However, the correct answer deals with conditional reasoning.