Hey guys,
I agree that you have to make some assumptions about C--something that might help with this one is knowing that you *almost always* have to make some assumptions (unless you are in one of those rare, lsat-like questions with more formal logic). It's more accurate to think of the real question here as what "
most explains" the discrepancy...meaning--which of the choices requires the
fewest and smallest assumptions? It's all relative.
The discrepancy that we're trying to address is
"why did the per capita instances of pickpocketing double after warning signs were posted?"I won't go into all the choices, since the original poster copied the explanation. The main contention in this thread seems to be between A-B-C, so let's assume we got rid of D and E and deal with these.
As a couple of posters mentioned above, *
per capita* is a huge red flag phrase here. That means the number of pickpocketed people divided by the total number of people, doubled. This could happen a number of ways, so let's use a number to help make the situation tangible--100 people, and 10 are pickpocketed per day, so there's an original per capita pickpocket rate of
0.1.
(1) if the total population stays the same--100 people, but the rate doubles to 0.2, or 20 people, that means that out of a (fictionalized) 100 people, 10 of the people who were NOT pickpocketed before ARE pickpocketed now.
(2) if the total population increased--let's say, it increased by 100%, so we now have
200 people. In order for the rate to double to 0.2, we would need 20% of the new total population (200 people), or
40 people, to be pickpocketed after the signs go up. Notice you had to increase the number of pickpocketed people by more than two, to compensate for the ratio increase AND population increase.
(3) if the total population decreased--let's say, to 50 people. The per capita pickpocket rate we're aiming for is 0.2, and 20% of 50 is 10, so 10 people still get pickpocketed, but there are only 50 people total, so the only people who left the original population were non-pickpocketed people.
Choice (A) says that the station has become much more attractive to tourists since the signs were posted during a recent renovation. Now in general, it's a good idea to be
suspicious of assumptions that fall into
common stereotypes; the test-writers know many common "real world" broad assumptions, and will use that to trap people. There is a broad stereotype about tourists being easy targets. But even if that were true (assumption 1) AND tourists are TWICE as likely to get pickpocketed (assumption 2) we'd have to make another assumption (no.3) about the rest of the population balancing out in a way to result in our desired statistic. That's the long version--the short version is that COMMON STEREOTYPES THAT ARE NOT SPECIFICALLY JUSTIFIED IN THE ARGUMENT should be targets of
major suspicion as you go through choices. There isn't a necessary causal link between being a tourist and being an easy target--I, for one, am super paranoid and careful when I travel and have never (knock on wood) been pickpocketed while traveling, though I have in my home city!
Choice (B) doesn't necessarily help us because the phase "
per capita" is in the argument. Look at situation #2 above-- if the traffic doubles, but the rate of pickpocketing is the same, the per capita rate doesn't change. In our example above with the population of 100 and a 100% increase in population, the rate of pickpocketing would have to quadruple to give us a doubled per capita rate.
Choice (C) does involve some assumptions,yes-- that the pickpocketers will pay attention to the rummaging going on and use it to their advantage. But this is not a terribly illogical assumption to make, since their goal is to pickpocket people, and these people are behaving in an obvious way that would assist that goal.
Hope this helps. Remember that correct/incorrect on verbal can seem relative, which is why you should ALWAYS go through all the answers and eliminate what's definitely wrong (or has the most problems) rather than trying to find the perfect answer.