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Obama Clinch the Democratic Nomination on June 03, 2008Watch: John Edwards Endorse Barack ObamaWatch: me with Barack Obama in Albany, Oregon on May 9th 2008 ***I'm the one with the Black SEIU hat and tan shirt @ 2:33. ... - Black Magic Woman][The Doors- LA Woman][The Doors Roadhouse Blues][Stevie Ray
I love the out doors and animals, went completely vegitarian for 9 months, but now I eat the ocational wild game. ... shit um I was learning to kyak but couldn't get down my role we'll just say I went threw my share of class 3 rapids banging my helmet off rocks.
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The Subway Etiquette Test
What's your level of douchebaggery or awesomeness while commuting on the New York City subway system? Find out if you are That Person who screws up everyone's morning commute. ...
The Doors Fanatic Test
Are you a Doors Fanatic? Do you bow at the feet of Jim Morrison, or are you a Light My Fire fair weather fan? This test will tell you! ...
The Jim Morrison Test
"Is everybody in? Is everybody in? The ceremony is about to begin..." So you think you know Jim Morrison and the Doors? This test will measure how k... ...
The Really Hard Random Lyrics Test
Think you know music? I don't mean which band won the Grammy for best song in 2001, or which lead guitarist died in a certain year - how good is your... ...
The Can You Guess That Song Test
So, you think you can name that tune by one phrase of a song? This test will test your knowledge on a couple different types of music, not just one f... ...
Pick a door, any door.
Door #3!" ~~~Hold up there sweet
cheeks, let me interject. Let's agree that there was a 1/3 chance
that it was behind each of the doors to start. You picked, and the
probability that it was behind your door is 1/3. The probability
that it was behind one of the other two doors is 2/3 (2 doors, 1/3
Any math/statistics whizzes out there?
between 2 doors. And to put it yet another way,
I would say that if any misperception exists at all it would be
that one would think the player's odds of winning were ever 1 in 3.
No matter which of the 3 doors the player picks at the beginning of
the game, there are either 1 or 2 wrong doors left.
The Trick Questions Test
- my odds are better if I now switch doors
2. No - my odds are better if I keep my current choice 3. It
doesn't matter, the odds are the same either way 4. I just like to
choosing the meaningless but funny 4th choice my answer: nr. 3:
there are two doors remaining, one empty and one with the prize.
Sittin' on the dock of the Bayes
three doors, just not quite so
extreme.i_found_3_quid's argument is almost perfect, except that
(a) the probability that there's a game show host behind the other
unopened door drops all the way to 1/3, because the 2/3 probability
that you picked a game show host the first time around is still
2/3
Untitled Post
game show host, knows what is behind
the doors and now has to open one of the two remaining doors, and
the door he opens must have a goat behind it. If both remaining
doors have goats behind them, he chooses one ... Imagine that you chose Door 1 and the host opens
Door 3, which has a goat.
Sittin' on the dock of the Bayes
Each time you choose one of the three doors, the probability is 2/3
that there's a game show host behind it, but if you change your
guess to the other unopenned door after the host reveals one of the
game show doors, the probability of there being a game show host
behind it drops to 1/2.
Monty Hall problem
Hall opens either of doors 2 or 3, then you
switch to an incorrect door, and you loose. Bad move,door
2-You have an incorrect door. Mr. Hall opens door 3 (the
other loosing door), and you switch to door 1 (the remaining door)
and win. Rock on!door 3-Once again, you begin with an
Monty Hall problem
Hall opens either of doors 2 or 3, then you switch
to an incorrect door, and you loose. Bad move,door 2-You have
an incorrect door. Mr. Hall opens door 3 (the other loosing
door), and you switch to door 1 (the remaining door) and win.
Rock on!door 3-Once again, you begin with an
Monty Hall problem
Three doors, Door 1, 2, and 3.Say you pick 1.That means there's a
33% chance the prize is behind 1 and a 66% chance it's behind 2
& 3.Take away door 2.Still a 33% chance it's behind 1... but a
66% chance it's behind 3.
A conversation with everybodys favorite sock puppet.
PinkSockPuppet(otheruser)
Last 3 words. ... it into any
windows doors or other entrances unless I am sure of their
structural integrity, cleanliness and get a good feel for the
maintenance issues.I am well practiced in inserting my rod into
curtains, propping open back doors and ensuring proper
RIDDLE ME THIS
Standard
answer is to switch doors.Before he opens the door you have a
33.33% chance of winning the non-booby prize.And there's a 66.66%
chance that the non-booby prize is in one of the other two doors.
When you choose to switch, it's as if your 33.33% chance has
changed to 66.
