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Greater than or less than 90%?
Less. Way less. A school or two out there get up there, but the average is nowhere near 90%.
100%. All accepted students were interviewed
*yes, I know there are some special linkage-type programs and BS-MD things and whatnot...close enough!*
100%. All accepted students were interviewed
*yes, I know there are some special linkage-type programs and BS-MD things and whatnot...close enough!*
I wonder if that's really what was meant though. Hope not.
I believe the average is around 40% to 50%. So, get two interviews and statistically you'll probably get an acceptance.
That's...that's not really how statistics work, especially if both schools preferentially accept the higher-stats portion of interviewees.
that's...that's not really how statistics work, especially if both schools preferentially accept the higher-stats portion of interviewees.
Statistics (GPA, DAT, and the like) mean significantly less once the student has been interviewed. Of course, outside of Brownian motion, seemingly nothing within reality is entirely random, thus the one acceptance per two interviews won't be exact, but often fairly accurate. As far as "how statistics work" is concerned; a 50% chance of event A occurring eventually educes event A once in every two events, and a 40% chance of event B occurring eventually educes event B twice in every five events. So yes, that is "how statistics work."
Statistics (GPA, DAT, and the like) mean significantly less once the student has been interviewed. Of course, outside of Brownian motion, seemingly nothing within reality is entirely random, thus the one acceptance per two interviews won't be exact, but often fairly accurate. As far as "how statistics work" is concerned; a 50% chance of event A occurring eventually educes event A once in every two events, and a 40% chance of event B occurring eventually educes event B twice in every five events. So yes, that is "how statistics work."
Lol.
The chances of getting accepted at any one school is independent of the chances of getting accepted at any other school. Simple grade 7 coin-toss statistics...
100%. All accepted students were interviewed
*yes, I know there are some special linkage-type programs and BS-MD things and whatnot...close enough!*
Lol.
The chances of getting accepted at any one school is independent of the chances of getting accepted at any other school. Simple grade 7 coin-toss statistics...
ASSUMING it were actually completely random (though as I pointed out before, higher-stats applicants are going to preferentially fill the accepted 50%, so it's not really random at all),
75% ≠ a guarantee
Nobody disagreed with the bolded sentence. Just with the "2 interviews and you're golden"(paraphrasing)What's your point? The more interviews you get, the more likely you are of getting accepted. That's why the average student applies to ten to fifteen dental schools per cycle, knowing full well he or she will only go to one.
Read them, but it's an important enough disclaimer to be included each time we start discussing the stats.Which I mentioned both in my initial post and my reply to your previous one, and apparently you read neither of them.
Somewhat ironic that you berate me for not reading your posts, yet you then go on about a point that I specifically addressed in the few sentences that you conveniently left out of your quote. I...I don't even have a response to this paragraph because I ALREADY WROTE a response to EXACTLY this point and included it in the post that you are ostensibly responding to.Completely irrelevant and anyone would be a fool to make such a claim. A 75% chance of getting in means you will probably get in, because there is three times as much a chance of getting in as there is of getting rejected. Before you begin pettifogging about randomness, remember I acknowledged the process is far from absolutely random.
What's your point? The more interviews you get, the more likely you are of getting accepted. That's why the average student applies to ten to fifteen dental schools per cycle, knowing full well he or she will only go to one.
I believe the average is around 40% to 50%. So, get two interviews and statistically you'll probably get an acceptance.
I love SDN this days. One question in the form and bam, argument.
You're that one guy in class who argues with profs and tries to talk in circles to avoid you're wrong aren't you![]()
Read what I said again and see if I ever made that claim. I was just disputing how in your previous post in bold you basically used additive statistics when application process is clearly not lol
I specifically addressed in the few sentences that you conveniently left out of your quote. I...I don't even have a response to this paragraph because I ALREADY WROTE a response to EXACTLY this point and included it in the post that you are ostensibly responding to.
Nobody disagreed with the bolded sentence. Just with the "2 interviews and you're golden"(paraphrasing)
You are a fine example of the Dunning-Kruger Effect
The statement you quoted was correct and the reason you provided for disputing it was irrelevant at best. Of course the probability of getting accepted to any given school won't change, but the overall probability of getting at least one acceptance will increase, and that is what is relevant. Perhaps you need to take another course in seventh-grade mathematics.
I left it out of there because it was irrelevant; your whole argument amounted to a lack of a rigorous definition of the word "probably." Statistically, the definition of the term probably is the following: If the probability of event A happening is P > 50%, than statisticians say that event A will probably happen. That is to say, when there is a greater probability that A will happen than there is that A won't happen, statisticians say that A will probably happen.
If there is a 75% chance of something happening, it is probably going to happen; case closed.
I didn't say that anyone was golden with two interviews, I said that statistically it is more likely (probably) that they will at least get accepted into one school as opposed to receiving two rejections. If you flip a coin twice, it is more likely that you will get at least one tail rather than two heads. I'm aware that a coin toss is much more random than a dental school application, but it was for that reason I applied the adjective "statistically" and noted the weakness of such a model (inclination for students with better interview skills and statistics to get accepted).
I would hate to be in a dental school with this guy. Terrible attitude. Looking through your post history, you sound like the typical underwhelming student who rants anonymously on forums to try to prove himself. Plus, your lame attempts at sophisticated vocabulary is laughable at best. Tsk tsk
I would hate to be in a dental school with this guy. Terrible attitude. Looking through your post history, you sound like the typical underwhelming student who rants anonymously on forums to try to prove himself. Plus, your lame attempts at sophisticated vocabulary is laughable at best. Tsk tsk
Look up the topic called "why so many" with frank22 as the OP, if you really want to know what he's like.
Look up the topic called "why so many" with frank22 as the OP, if you really want to know what he's like.
Show me one successful person who concerns himself or herself with the character or affairs of another. Focus on yourselves and your problems, not on me; you only make yourself look petty and disgusting when you say things like "look up and read what person X wrote," etc.
Martin Luther King jr.
http://forums.studentdoctor.net/showpost.php?p=12956632&postcount=1 Guide Section 3 pages 34, 35.Greater than or less than 90%?