180s and percentile ranks Forum
- Reinhardt
- Posts: 458
- Joined: Fri May 18, 2007 2:27 am
Re: 180s and percentile ranks
99.98 is not correct anymore. The percentiles were shifted downward some, and now all LSAC says is that 179 and 180 are both 99.9.
- dutchstriker
- Posts: 276
- Joined: Wed Aug 12, 2009 3:15 pm
Re: 180s and percentile ranks
I'm guessing that's just rounding. I highly doubt that both 179 and 180 are 99.90. I'd be surprised to see a 180 go from the 99.98 percentile to the 99.90 percentile in just a few years. That's like going from 24 180s to 120 180s per year (if every year there were 120,000 tests administered -- I'm estimating). I'd guess it's more like 99.95 or 99.96 now.Reinhardt wrote:99.98 is not correct anymore. The percentiles were shifted downward some, and now all LSAC says is that 179 and 180 are both 99.9.
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- Posts: 29
- Joined: Mon Dec 21, 2009 2:13 am
Re: 180s and percentile ranks
Zapatero wrote:Don't worry, you won't.febstriver wrote:what if i am the only person who got 100 or 101 questions correct on any particular administration? what then? still 99th?
you idiot
i did take stats
and we were taught that if we have the following scores (on a test out of 5), the cumulative frequencies would be as such:
n=10
x fx cf (percentile rank)
5 1 100%
4 2 90%
3 4 70%
2 2 30%
1 0 10%
0 1 10%
- Zapatero
- Posts: 517
- Joined: Thu Dec 04, 2008 7:14 pm
Re: 180s and percentile ranks
febstriver wrote:Zapatero wrote:Don't worry, you won't.febstriver wrote:what if i am the only person who got 100 or 101 questions correct on any particular administration? what then? still 99th?
you idiot
i did take stats
and we were taught that if we have the following scores (on a test out of 5), the cumulative frequencies would be as such:
n=10
x fx cf (percentile rank)
5 1 100%
4 2 90%
3 4 70%
2 2 30%
1 0 10%
0 1 10%
Zapatero wrote:Don't worry, you won't.febstriver wrote:what if i am the only person who got 100 or 101 questions correct on any particular administration?
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- Posts: 151
- Joined: Thu Jan 28, 2010 11:59 pm
Re: 180s and percentile ranks
So exactly how many people on average get a 180? Like 30?
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- Posts: 437
- Joined: Tue Dec 01, 2009 7:52 pm
Re: 180s and percentile ranks
You assume that all 180s apply to Yale. Surely this isn't true.Flanker1067 wrote:Sometimes they do, but if there were a 100 180's, then they would only have to let in 25% of them to have a 75th percentile of 180. They aren't even close to that, I think it is 177, and I highly doubt they reject 75% of 180's.tomwatts wrote:I was under the impression that Yale could make a class mostly (though perhaps not entirely) of 180's if it felt like it, but there are too many people with good GPAs and good softs who are a little under that that they don't. Yale and the like do deny people with 180's sometimes.Flanker1067 wrote:I don't get the impression that 100 people a year get a 180 at all though. Think about that, Yale could theoretically make a class entirely of 180's. I don't believe this to be true.
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- Posts: 29
- Joined: Mon Dec 21, 2009 2:13 am
Re: 180s and percentile ranks
Clearly, you are too stupid to get that when I say "what if I..." that I am not asking you to think about the probability of me getting that score but the probability of one getting that score. Also, your humor died on the last page, about 5 seconds after making that post.
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- Posts: 113
- Joined: Fri Nov 13, 2009 3:45 pm
Re: 180s and percentile ranks
LOLZapatero wrote:Don't worry, you won't.febstriver wrote:what if i am the only person who got 100 or 101 questions correct on any particular administration? what then? still 99th?
- Zapatero
- Posts: 517
- Joined: Thu Dec 04, 2008 7:14 pm
Re: 180s and percentile ranks
Your percentile rank is the proportion of people who have your score or worse. If 1 of 100 people have a 180, it's 99/100, or .99.
Regardless, this is a totally moot issue because the curve is determined before the test is even administered.
Regardless, this is a totally moot issue because the curve is determined before the test is even administered.
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- Posts: 658
- Joined: Tue Dec 29, 2009 12:47 pm
Re: 180s and percentile ranks
Edit: I deleted this post because it is nonsense that does not need to be talked about on TLS. We can stop this conversation anytime.
This is interesting from a standpoint of just knowing the true numbers, but pretty much everything that has been said is speculation. Maybe you can email the LSAC and ask.
This is interesting from a standpoint of just knowing the true numbers, but pretty much everything that has been said is speculation. Maybe you can email the LSAC and ask.
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- Posts: 29
- Joined: Mon Dec 21, 2009 2:13 am
Re: 180s and percentile ranks
tytyZapatero wrote:Your percentile rank is the proportion of people who have your score or worse. If 1 of 100 people have a 180, it's 99/100, or .99.
Regardless, this is a totally moot issue because the curve is determined before the test is even administered.
also, for kicks, i just calculated the prob of scoring 100/100 questions correct on the LSAT by pure guessing
pn = .2(100) = 20
pq = .8(100) = 80
z = X - pn / √ (100)(.2)(.8 )
z = 80 / 4 = 20
a z-score of 20??? 20 sd above the mean? my z-score table only goes up to 4

what is the proportion of the tale 20 sd above the mean?
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- Posts: 159
- Joined: Sun Oct 18, 2009 2:29 pm
Re: 180s and percentile ranks
You're making it too hard on yourself.febstriver wrote:tytyZapatero wrote:Your percentile rank is the proportion of people who have your score or worse. If 1 of 100 people have a 180, it's 99/100, or .99.
Regardless, this is a totally moot issue because the curve is determined before the test is even administered.
also, for kicks, i just calculated the prob of scoring 100/100 questions correct on the LSAT by pure guessing
pn = .2(100) = 20
pq = .8(100) = 80
z = X - pn / √ (100)(.2)(.8 )
z = 80 / 4 = 20
a z-score of 20??? 20 sd above the mean? my z-score table only goes up to 4
what is the proportion of the tale 20 sd above the mean?
0.2^100 = 1.27 x 10^-70
Pretty much equivalent to 0.
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