148 comments

  • Sunday, Nov 09

    A is actually saying the same thing in the stimulus, just in an obscure way. There may be less thieves abandoning cars because they are being caught before they can abandon them, hence conviction rates going up.

    But I only got this one right because of POE and all the other answers being contradictory.

    1
  • Saturday, Nov 08

    for RRE questions, is it suggested to choose the answer and move on as soon as we read one that makes sense or should we always read them all to be sure to fully execute POE? Just wondering for time

    1
  • Saturday, Nov 01

    @cassiavinci (A) supports both facts in the stimulus: There are fewer thefts and (A) notes there are fewer thieves, which explains fewer thefts. And as (A) notes that more thieves are hanging on to the cars they've stolen, rather than abandon them, the thieves are therefore more likely to be caught and convicted (as the stimulus reports) because they can be connected to the stolen vehicle.

    3
  • Edited Saturday, Nov 01

    A being the answer actually ruined my day. lol. HOW

    - It doesn't even address the conviction of the crime rising

    1
  • Friday, Oct 24

    what is this

    3
  • Good God, this question type is by far the worst and it's killing me.

    3
  • Friday, Oct 03

    The answer choices for this question were... professionally speaking... cheeks

    8
  • did anyone else not think this was a discrepancy? Car thefts decreasing makes sense if conviction rates are higher. Its just crazy that they made an answer choice that is correct while making it more confusing lol

    3
  • Tuesday, Sep 30

    I thought (B) is saying the propensity results in the thief's ignoring of the alarm, like the thief (who perform thefts everyday and take such activities as normal life) observed the propensity and take the alarm ring as something normal, yet it sounds to other people something cautionary. So the thief who drives the car doesn't notice the alarm while the people passing by noticed, and the thief then being found out and convicted...

    Totally wrong understanding of the words.

    1
  • Monday, Sep 29

    got it right, but the stim confused me like crazy. Why would I need to explain it? It seems like the stim explains itself.

    If people are more likely to be caught stealing a car now than five years ago, then yeah... no DUH rates of car theft have declined?

    To say that "it's more likely now than it was five years ago that someone who steals a car will be convicted of doing so" means that the rate of punishment has increased. If the rate of punishment for stealing cars has increased, then it makes sense that less cars are being stolen.

    WHY does this phenomenon need an explanation? It explains itself?

    2
  • Saturday, Sep 27

    I dont understand the reasoning of A.

    2
  • Friday, Sep 26

    cant lie, i almost obliterated my laptop screen cause of this one

    6
  • Monday, Sep 15

    I got it right but 3 mins and 31 seconds over-time because I have a need to POE even though I've identified an answer (just in case)

    2
  • Saturday, Aug 30

    i fear im cooked ..

    13
  • Wednesday, Aug 27

    [This comment was deleted.]

  • Friday, Aug 22

    I ended up getting it right (a little more time than I would have preferred) but that took me wayy too long

    0
  • Monday, Aug 18

    These you try questions are getting worse and worse

    10
  • Thursday, Aug 07

    Not hitting my target time with these because every question feels like I should be doing POE

    4
  • Tuesday, Jul 08

    I think this one is confusing just because the stimulus doesn't really present a problem on its own. If cops are catching and getting convictions on more car thieves then there are logically less thefts. So you don't really have a logical gap to fill, makes it difficult to find an AC that is really just adding to the stim not filling a gap there.

    14
  • Sunday, Jun 29

    Okay so for those confused on this one I wanted to offer an alternative explanation that I used to get the right answer here.

    The trick with A is that it is worded horribly and confusingly such that if you are rushing through answer choices you can and will misread it (i did at first).

    1. A says there are fewer car thieves which as said we must assume if true means less thefts. We can kinda apply the economic idea of ceteris paribus here (keep all else equal). All else equal would mean the remaining thief's don't change their car stealing habits (increase or decrease). So all else equal if there are fewer thieves and no change in habits there is less car thefts.

    2. The second part is tricky. What it is saying in simple terms is that more thieves are staying in cars for a longer period of time such that owners are more often noticing they are stealing the cars. In the past a larger proportion of thieves would abandon cars sooner before owners detected them (this is sorta the contrapositive of the second statement).

    3. Thus considering 2 we can conclude that thieves are being detected by owners more often as they are remaining in vehicles until owners notice more often then in the past.

    Hopefully this helps!

    3
  • Thursday, Jun 26

    I actually quickly eliminated A because I thought it was illogical to assume that the number of THIEFS has decreased because the number of THEFTS has decreased. There could be one car thief in the world who is doing all the stealing and the number of thefts can still change. Eventually after eliminating the rest of the answer choices, I returned to A and also remembered that the question stem states "if true".

    5
  • Thursday, Jun 26

    I mean, if we making massive assumptions here, wouldn't it be logical to assume that adolescents representing a greater proportion of car thieves would result in more convictions? My assumption being, CHILDREN ARE NOT GOOD AT COMMITTING CRIMES.

    Maybe the LSAT writers were wild in their youth, and resent that assumption, idk.

    2
  • Monday, Jun 09

    please help this question makes 0 sense to me #help

    0
  • Friday, May 30

    ok period bout time

    6
  • Wednesday, May 28

    I hate this question so bad

    13

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