Anonymous wrote:So I hear what Spay and Pray folks are saying. Had twins and one applied to like 12 and one 18 or so. We were shooting for certain high ranked schools and ended up getting an ivy each. Sometimes you gotta through a lot of spaghetti on the wall. Bottom of Ivy but Ivy nonetheless.
Anonymous wrote:Anonymous wrote:Anonymous wrote:Anonymous wrote:Anonymous wrote:Anonymous wrote:DC is not even planning to apply for that many, probably around 15, which is not much for high stat kids, since their reach and target schools overlap, it's like playing the lottery
Not independent odds, so no, it's not like buying more tickets.
Wrong, they are entirely independent events, despite this being impossible to gage WRT college applications. Your acceptance or rejection at one school does not change the odds of the decision at another school, so they remain entirely independent events. The bizarreness of this process does not change the rules of mathematics.
Dependent events are like pulling a red card from a deck reduces the odds of the next one being red also. It's how card counting is effective.
The event is not the reader, it's the applicant.
The event is the result - acceptance, rejection, or WL. Red or Black. 2 through 12.
Your decision from Harvard has no effect on your decision from Yale, Penn State, or anywhere else. Therefore they are absolutely independent events.
https://www.mathsisfun.com/data/probability-events-independent.html
https://www.cuemath.com/data/independent-events/
https://en.wikipedia.org/wiki/Independence_(probability_theory)
Doing the same thing 14 times and expecting something different to happen the next time is stupid.
Anonymous wrote:Oh and if your instate VA, UVA is not a safety for anyone, Va Tech is not reliable as a safety either, W&M probably still is for a super high stats kid. When I say safety i mean a real solid safety.
My kid's high reach was Middlebury and her safety was Clemson, gives you a sense of the spread.
Anonymous wrote:1000 is nothing. Tuition is crazy. That being said...cut the list to 12.
Anonymous wrote:Anonymous wrote:Anonymous wrote:15 schools is just an unfocused “spray and pray” approach to college admissions…..not terribly bright.
That's silly. You really cannot say that without knowing the 15.
When people apply to Harvard, Datmouth and Duke, you know if its spray and pay.
Anonymous wrote:Anonymous wrote:No, 15 is normal if you are an ambitious kid who wants to go to a brand name school. I applied to 12 schools about 8 years ago, now it’s harder to get into a ‘good’ college - ergo, 15 feels right. Since getting into a brand name college is a lottery, it’s good to ‘buy’ as many tickets as possible if you can afford it.
OP you can sometimes petition to reduce or waive the application fees.
My kids were both ambitious and wanted to attend "brand name schools" - they both applied to 6-7. More than enough if you actually take the time to look into programs and narrow down geography, size etc.
Anonymous wrote:Anonymous wrote:15 schools is just an unfocused “spray and pray” approach to college admissions…..not terribly bright.
That's silly. You really cannot say that without knowing the 15.
Anonymous wrote:No, 15 is normal if you are an ambitious kid who wants to go to a brand name school. I applied to 12 schools about 8 years ago, now it’s harder to get into a ‘good’ college - ergo, 15 feels right. Since getting into a brand name college is a lottery, it’s good to ‘buy’ as many tickets as possible if you can afford it.
OP you can sometimes petition to reduce or waive the application fees.
Anonymous wrote:Anonymous wrote:Anonymous wrote:The amount of work in crafting essays is going to be more than you realize! My kid applied to 11 schools and the lead up to the RD submission deadline was painful.
Applying to more schools should improve your probability of admission to at least one, as long as you’re qualified. My kid applied to 4 serious reaches (acceptance rate < 10%) and got into 1, waitlisted at 1, and rejected at 2. She got into all matches and safeties.
Calculating independent probabilities, if dc applies to 10 schools, 5 with a 5% probability of admission and 5 with a 10% probability of admission, then the probability of getting shut out is 46%. Add 2 more applications with a 10% probability of acceptance and the probability of getting shut out drops to 37%. You can use an online calculator like calculator.net to play around with the probabilities. It can help you understand that the probabilities may not be what you expect. For example, if you apply to 10 schools with a 10% probability of acceptance, your probability of getting shut out is 35%. Add 2 schools with a 75% of acceptance and the probability of getting shut out drops to 2.2%.
I am the PP above who pointed out that these are in fact independent events. However, the flaw in your approach is that you have no idea what any one persons odds of admission are at any one school - so you can't accurately calculate your chances this way and it is foolish to try. For example, your odds may be zero at all 15 schools.
You can't know the odds the way you know there are 52 cards in a deck, so this exacting method of calculation is useless. Despite that, they remain independent events. And the famous "Reach-Match-Safety" approach is essentially non-quantified game theory applied. It remains the best one I know of.
Seldom in risk assessments does anyone know the true probability! This doesn’t mean that it’s not helpful to know that 10 schools with 10 % probability does not mean a 100% chance of acceptance! Playing around with a reasonable range or probabilities can help create some reasonable expectations and some guidance in if it’s worth applying to an additional school.
Anonymous wrote:Wow many of these statements are incredibly stupid.
If universities have institutional priorities (in other words, criteria for success which may or may not apply to a student), and we don't know what they are, then students have better chances at certain schools, can't know which ones those are in advance, and it makes sense to cast a wide net.
Which is to say nothing of the need to assess different financial possibilities.
But thanks for the probability lesson, Professor.
Anonymous wrote:Anonymous wrote:Anonymous wrote:Anonymous wrote:Anonymous wrote:Anonymous wrote:DC is not even planning to apply for that many, probably around 15, which is not much for high stat kids, since their reach and target schools overlap, it's like playing the lottery
Not independent odds, so no, it's not like buying more tickets.
Wrong, they are entirely independent events, despite this being impossible to gage WRT college applications. Your acceptance or rejection at one school does not change the odds of the decision at another school, so they remain entirely independent events. The bizarreness of this process does not change the rules of mathematics.
Dependent events are like pulling a red card from a deck reduces the odds of the next one being red also. It's how card counting is effective.
The event is not the reader, it's the applicant.
The event is the result - acceptance, rejection, or WL. Red or Black. 2 through 12.
Your decision from Harvard has no effect on your decision from Yale, Penn State, or anywhere else. Therefore they are absolutely independent events.
https://www.mathsisfun.com/data/probability-events-independent.html
https://www.cuemath.com/data/independent-events/
https://en.wikipedia.org/wiki/Independence_(probability_theory)
Doing the same thing 14 times and expecting something different to happen the next time is stupid.
Anonymous wrote:Anonymous wrote:Anonymous wrote:Anonymous wrote:Anonymous wrote:DC is not even planning to apply for that many, probably around 15, which is not much for high stat kids, since their reach and target schools overlap, it's like playing the lottery
Not independent odds, so no, it's not like buying more tickets.
Wrong, they are entirely independent events, despite this being impossible to gage WRT college applications. Your acceptance or rejection at one school does not change the odds of the decision at another school, so they remain entirely independent events. The bizarreness of this process does not change the rules of mathematics.
Dependent events are like pulling a red card from a deck reduces the odds of the next one being red also. It's how card counting is effective.
The event is not the reader, it's the applicant.
The event is the result - acceptance, rejection, or WL. Red or Black. 2 through 12.
Your decision from Harvard has no effect on your decision from Yale, Penn State, or anywhere else. Therefore they are absolutely independent events.
https://www.mathsisfun.com/data/probability-events-independent.html
https://www.cuemath.com/data/independent-events/
https://en.wikipedia.org/wiki/Independence_(probability_theory)
Anonymous wrote:15 schools is just an unfocused “spray and pray” approach to college admissions…..not terribly bright.