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Author Topic: Chiashu question, what does E-5, E-6, E-7 stand for?  (Read 3144 times)

ilsox7

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Re: Chiashu question, what does E-5, E-6, E-7 stand for?
« Reply #10 on: January 31, 2005, 07:13:36 PM »

it says 3.002386749640418E-6 on getting into Harvard, which actually means you have a .000003 chance if getting accepted.

That sucks!  You probably have a better probability of getting struck by lightning while winning the lottery.

Probably not. .000003 is 3/1,000,000 (unless I can't count, which is possible).

3/million = 1/333,333, give or take.

The chance to win powerball, getting all 6 balls correct, is 1 in 2,939,677. (we won't even get into how tough the odds are on getting all 6 balls AND the powerball. Its over 100 million to one).

Something like 100 people get struck by lightning in the US every year. (91 in 1996, to cite a random year). If you figure the US population at roughly 300 million, that means that there is about a 1/3,000,000 chance that you get hit by lightning in a given year.

In other words, if you enter the lottery once a year, your chances of winning are about the same as getting hit by lightning that year.

Lets define "at the same time" as happening in the same minute. There are 525,600 minutes in every year. If my math is correct, there is therefore a 1/1,576,800,000,000 chance of getting hit by lightning in the US in a given minute. (about 1/1.5 TRILLION).

Now, if, in any given minute, you are struck by lightning, fate has given you a ONE TIME ONLY opportunity to go for the jackpot and win the lottery at the same time. The drawing is daily, so we first have to calculate the probability that your state even has a drawing when you get hit. It's 1/1,440 (that many minutes in the day). That knocks the chances up to 2.16 Quadrillion to one.

Now you've been hit by lightning just as the buxom bimbo is pulling out the ping-pong balls. Your ticket, assuming it hasn't caught fire, COULD BE A WINNER. The chances of that are, as we have seen, about 1/3 million.

6.48*10^21, or 6.48 Septillon to one.

Clearly harder than being admitted to Harvard with any stats, according to Chiashu. But wait, there's more. We're assuming that the events here are random. For admission to Harvard, or, indeed, anywhere, things are NOT random. In fact, arguably, as chances of admission approach zero, they in fact become more likely to BE zero. There is some minimum set of qualifications required to even be considered, so long as you rule out admission by mistake or the kind of legacy that would get an ill-trained chimp with palsy into Yale.

So, after all, I think you're right - it probably is easier to get hit by lightning and win the lottery.

(I'm sure there are plenty of math errors - have fun finding them)



180.

The Name's Dali

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Re: Chiashu question, what does E-5, E-6, E-7 stand for?
« Reply #11 on: January 31, 2005, 07:28:21 PM »

it says 3.002386749640418E-6 on getting into Harvard, which actually means you have a .000003 chance if getting accepted.

That sucks!  You probably have a better probability of getting struck by lightning while winning the lottery.

Probably not. .000003 is 3/1,000,000 (unless I can't count, which is possible).

3/million = 1/333,333, give or take.

The chance to win powerball, getting all 6 balls correct, is 1 in 2,939,677. (we won't even get into how tough the odds are on getting all 6 balls AND the powerball. Its over 100 million to one).

Something like 100 people get struck by lightning in the US every year. (91 in 1996, to cite a random year). If you figure the US population at roughly 300 million, that means that there is about a 1/3,000,000 chance that you get hit by lightning in a given year.

In other words, if you enter the lottery once a year, your chances of winning are about the same as getting hit by lightning that year.

Lets define "at the same time" as happening in the same minute. There are 525,600 minutes in every year. If my math is correct, there is therefore a 1/1,576,800,000,000 chance of getting hit by lightning in the US in a given minute. (about 1/1.5 TRILLION).

Now, if, in any given minute, you are struck by lightning, fate has given you a ONE TIME ONLY opportunity to go for the jackpot and win the lottery at the same time. The drawing is daily, so we first have to calculate the probability that your state even has a drawing when you get hit. It's 1/1,440 (that many minutes in the day). That knocks the chances up to 2.16 Quadrillion to one.

Now you've been hit by lightning just as the buxom bimbo is pulling out the ping-pong balls. Your ticket, assuming it hasn't caught fire, COULD BE A WINNER. The chances of that are, as we have seen, about 1/3 million.

6.48*10^21, or 6.48 Septillon to one.

Clearly harder than being admitted to Harvard with any stats, according to Chiashu. But wait, there's more. We're assuming that the events here are random. For admission to Harvard, or, indeed, anywhere, things are NOT random. In fact, arguably, as chances of admission approach zero, they in fact become more likely to BE zero. There is some minimum set of qualifications required to even be considered, so long as you rule out admission by mistake or the kind of legacy that would get an ill-trained chimp with palsy into Yale.

So, after all, I think you're right - it probably is easier to get hit by lightning and win the lottery.

(I'm sure there are plenty of math errors - have fun finding them)



Thanks for the clarification!  I am definitely impressed.

WoeIsMe

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Re: Chiashu question, what does E-5, E-6, E-7 stand for?
« Reply #12 on: January 31, 2005, 09:10:37 PM »
Some schools have E-4, E-5, E-6 at the end of the numbers under probability.


It's how many times you move the decimal over to the left.

So for a 3.0/150, on chiashu it says 3.002386749640418E-6 on getting into Harvard, which actually means you have a .000003 chance if getting accepted.

In the words of Dumb and Dumber... "So you're saying I have a chance!!" (or something like that)

gentoo

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Re: Chiashu question, what does E-5, E-6, E-7 stand for?
« Reply #13 on: January 31, 2005, 10:03:54 PM »
Some schools have E-4, E-5, E-6 at the end of the numbers under probability.


It's how many times you move the decimal over to the left.

So for a 3.0/150, on chiashu it says 3.002386749640418E-6 on getting into Harvard, which actually means you have a .000003 chance if getting accepted.

In the words of Dumb and Dumber... "So you're saying I have a chance!!" (or something like that)

LOL  :D

http://www.reelwavs.com/movies/dumb_and_dumber/dumb42b.wav
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Javert

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Re: Chiashu question, what does E-5, E-6, E-7 stand for?
« Reply #14 on: January 31, 2005, 10:25:36 PM »

it says 3.002386749640418E-6 on getting into Harvard, which actually means you have a .000003 chance if getting accepted.

That sucks! You probably have a better probability of getting struck by lightning while winning the lottery.

Probably not. .000003 is 3/1,000,000 (unless I can't count, which is possible).

3/million = 1/333,333, give or take.

The chance to win powerball, getting all 6 balls correct, is 1 in 2,939,677. (we won't even get into how tough the odds are on getting all 6 balls AND the powerball. Its over 100 million to one).

Something like 100 people get struck by lightning in the US every year. (91 in 1996, to cite a random year). If you figure the US population at roughly 300 million, that means that there is about a 1/3,000,000 chance that you get hit by lightning in a given year.

In other words, if you enter the lottery once a year, your chances of winning are about the same as getting hit by lightning that year.

Lets define "at the same time" as happening in the same minute. There are 525,600 minutes in every year. If my math is correct, there is therefore a 1/1,576,800,000,000 chance of getting hit by lightning in the US in a given minute. (about 1/1.5 TRILLION).

Now, if, in any given minute, you are struck by lightning, fate has given you a ONE TIME ONLY opportunity to go for the jackpot and win the lottery at the same time. The drawing is daily, so we first have to calculate the probability that your state even has a drawing when you get hit. It's 1/1,440 (that many minutes in the day). That knocks the chances up to 2.16 Quadrillion to one.

Now you've been hit by lightning just as the buxom bimbo is pulling out the ping-pong balls. Your ticket, assuming it hasn't caught fire, COULD BE A WINNER. The chances of that are, as we have seen, about 1/3 million.

6.48*10^21, or 6.48 Septillon to one.

Clearly harder than being admitted to Harvard with any stats, according to Chiashu. But wait, there's more. We're assuming that the events here are random. For admission to Harvard, or, indeed, anywhere, things are NOT random. In fact, arguably, as chances of admission approach zero, they in fact become more likely to BE zero. There is some minimum set of qualifications required to even be considered, so long as you rule out admission by mistake or the kind of legacy that would get an ill-trained chimp with palsy into Yale.

So, after all, I think you're right - it probably is easier to get hit by lightning and win the lottery.

(I'm sure there are plenty of math errors - have fun finding them)



Don't do that. Not to a man in my condition. And I didn't even *have* a condition before I read this.
Attending: U Texas

"The truth is usually just an excuse for a lack of imagination." -- Garak, "Improbable Cause", Deep Space Nine

Babalaco

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Re: Chiashu question, what does E-5, E-6, E-7 stand for?
« Reply #15 on: February 01, 2005, 03:33:38 AM »
(I'm sure there are plenty of math errors - have fun finding them)


The chance to win powerball, getting all 6 balls correct, is 1 in 2,939,677. (we won't even get into how tough the odds are on getting all 6 balls AND the powerball. Its over 100 million to one).

There are 5 regular balls and 1 powerball. Therefore you cant match all 6 plus the powerball.


6.48*10^21, or 6.48 Septillon to one.

Septillion is 10^24. I think you maybe off by 1000.


Coyote

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Re: Chiashu question, what does E-5, E-6, E-7 stand for?
« Reply #16 on: February 01, 2005, 06:15:54 AM »

it says 3.002386749640418E-6 on getting into Harvard, which actually means you have a .000003 chance if getting accepted.

That sucks!  You probably have a better probability of getting struck by lightning while winning the lottery.

Probably not. .000003 is 3/1,000,000 (unless I can't count, which is possible).

3/million = 1/333,333, give or take.

The chance to win powerball, getting all 6 balls correct, is 1 in 2,939,677. (we won't even get into how tough the odds are on getting all 6 balls AND the powerball. Its over 100 million to one).

Something like 100 people get struck by lightning in the US every year. (91 in 1996, to cite a random year). If you figure the US population at roughly 300 million, that means that there is about a 1/3,000,000 chance that you get hit by lightning in a given year.

In other words, if you enter the lottery once a year, your chances of winning are about the same as getting hit by lightning that year.

Lets define "at the same time" as happening in the same minute. There are 525,600 minutes in every year. If my math is correct, there is therefore a 1/1,576,800,000,000 chance of getting hit by lightning in the US in a given minute. (about 1/1.5 TRILLION).

Now, if, in any given minute, you are struck by lightning, fate has given you a ONE TIME ONLY opportunity to go for the jackpot and win the lottery at the same time. The drawing is daily, so we first have to calculate the probability that your state even has a drawing when you get hit. It's 1/1,440 (that many minutes in the day). That knocks the chances up to 2.16 Quadrillion to one.

Now you've been hit by lightning just as the buxom bimbo is pulling out the ping-pong balls. Your ticket, assuming it hasn't caught fire, COULD BE A WINNER. The chances of that are, as we have seen, about 1/3 million.

6.48*10^21, or 6.48 Septillon to one.

Clearly harder than being admitted to Harvard with any stats, according to Chiashu. But wait, there's more. We're assuming that the events here are random. For admission to Harvard, or, indeed, anywhere, things are NOT random. In fact, arguably, as chances of admission approach zero, they in fact become more likely to BE zero. There is some minimum set of qualifications required to even be considered, so long as you rule out admission by mistake or the kind of legacy that would get an ill-trained chimp with palsy into Yale.

So, after all, I think you're right - it probably is easier to get hit by lightning and win the lottery.

(I'm sure there are plenty of math errors - have fun finding them)



Jesus.  You're going to get fired.

brothernads

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Re: Chiashu question, what does E-5, E-6, E-7 stand for?
« Reply #17 on: February 01, 2005, 09:10:28 AM »
I thought E-6 referred to Nomar...

Ricockulous

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Re: Chiashu question, what does E-5, E-6, E-7 stand for?
« Reply #18 on: February 01, 2005, 12:45:13 PM »
(I'm sure there are plenty of math errors - have fun finding them)


The chance to win powerball, getting all 6 balls correct, is 1 in 2,939,677. (we won't even get into how tough the odds are on getting all 6 balls AND the powerball. Its over 100 million to one).

There are 5 regular balls and 1 powerball. Therefore you cant match all 6 plus the powerball.


6.48*10^21, or 6.48 Septillon to one.

Septillion is 10^24. I think you maybe off by 1000.



I think the exponent is right. I might have the common name wrong.

As for powerball, you are right - there are only 5 balls. The odds are correct, though.
Stats: 174, 3.38 (Georgetown), decent ECs, 4 yrs int'l WE
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http://www.lawschoolnumbers.com/display.php?&cycle=0405&user=richarnd&sort=status

Ricockulous

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Re: Chiashu question, what does E-5, E-6, E-7 stand for?
« Reply #19 on: February 01, 2005, 12:47:11 PM »
Another, more serious flaw - about 100 people per year are KILLED by lightning. Many more are hit, but live (perhaps to win the lottery).
Stats: 174, 3.38 (Georgetown), decent ECs, 4 yrs int'l WE
Applied: Harvard, Yale, Stanford, Chicago
Donged:
Waitlisted: Michigan
Accepted:  UVA (in-state), Northwestern, NYU

http://www.lawschoolnumbers.com/display.php?&cycle=0405&user=richarnd&sort=status