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I can understand how ACs A-D are incorrect. I am truly struggling to see how E is correct.
My contention here is that even if a greater proportion of crimes are reported in recent years, those independent surveys would still include all of the non-reported and reported victims. Therefore, there is no way to make the argument that these two things could be viewed separately. The video explanation really did not clear this up for me. Can someone possibly explain how to understand this more clearly?
Admin Note: Edited title. Please use the format "PT#.S#.Q# - brief description of question"
https://7sage.com/lsat_explanations/lsat-c2-section-2-question-19/
Comments
Hello,
For this question, we are trying to figure out why the crimes reported to local police departments give the impression of a rise in crime, while the independent surveys give an impression that crime has decreased. To address your post, we don't know enough about the independent surveys to conclude what you're saying about them, or really anything that's not in the stimulus.
As for answer choice E, it's correct because it picks up on an important distinction, which is that not all crimes get reported to local police departments. E picks up on this by pointing out that a much greater proportion of crimes have been reported to local police departments in recent years than 20 years ago. This provides a potential explanation for the difference between the two data sources, as while crime has actually decreased overall, as indicated by the independent surveys, the reason the data from the local police departments indicates a rise in crime is because the local police departments have gotten a higher percentage of crimes reported to them. While it's possible this might not be correct, it at least provides a plausible explanation, hence why E is correct.
Thank you so much for taking the time to answer so thoroughly! Let me see if I understand this properly.
The initial part of the stimulus -- now -- looks like this to me:
(Example)
In regard to reporting,
2001 = .5/100,000
2005 = 1/100,000
2010 = 2/100,000
2015 = 4/100,000
2020 = 8/100,000
When we look at recent years with independent surveys,
2021 = .25/100,000
The latter portion of this example would represent ACTUAL crime proportional to population. The former would represent what has been reported (i.e. =/= to actual crime). Reporting can increase but that does not necessarily constitute an increase in actual crime.
Let me know if I am interpreting this better now!
I don't believe it's a good idea to be involving numbers in your problem solving method. Time is a luxury, and any kind of setup like this that will increase the mental load of thinking about the problem will serve only to slow you down, right or wrong. Instead, think about the groups involved in this question and the direction of the variable being tracked (known crime rate).
Going with this approach, we have two groups: local police departments and random citizens. Seeing from the paragraph that local PDs report on crimes reported to them, we know that the direction of PD "perceived crime" statistics will follow the number of police reports given. As the local PDs are reporting increased crime, this means reported crime is going up.
Meanwhile, from our intuition (and the lack of any information given to the contrary), we assume the random citizen group gets their "perceived crime" variable data from ambient crime levels exclusively, in other words representing the number of reported AND unreported crimes occurring. As their survey indicates a downward trend, we can conclude the total number of crimes is going down or not moving.
If reported crime is going up compared to total crime, the proportion of reported crimes is increasing. This leads us to E as an answer.
Hello,
I think you're pretty much spot on. The only thing I would point out is that we don't if the independent surveys are actually the correct representation of the total crime per population, as we know little about them. Other than that, it looks like you're interpreting this question correctly. Please let me know if you have any additional questions, as I would be happy to help.
I completely agree with not introducing numbers during the exam. It is something that I tend to do during review to break it down. This was a very good explanation as well, thank you!