If i have 3 boxes and choose one...?
408681
This is known as the Monty Hall problem.\n\nIn September 1990, Marilyn vos Savant, puzzle columnist for the U.S. magazine Parade, was sent a probability teaser by a reader. \n\nIts publication in her "Ask Marilyn" column together with her solution has produced much debate amongst mathematicians and laymen alike ever since. \n\nApart from its challenge to common intuition, one reason it has attracted so much interest is that Ms von Savant is listed in the Guinness Book of World Records as having the highest recorded score in an IQ test (228) and so proving her wrong would have a certain satisfaction to it.\n\nTo date, Ms vos Savant has received over 10,000 letters on the puzzle, mostly disagreeable, and articles are still being written claiming new insights that show where Ms vos Savant got it wrong.\n\nMonty Hall was a game show host. There was a luxury car  behind one of 3 doors. The other two doors had goats behind them. Contestants on the show were asked by Monty to choose a door. \n\nHe then opened one of the other doors to reveal a goat and said you could stick with your original choice or switch to the other remaining dooir, if you wanted to. \n\nThat is where this puzzle comes from. The advice is correct. Switching increases the odds from 1/3 rd to 2/3 rds of getting the car. Surprising as that seems. \n\nThink of it this way. Whichever door you choose initially, your chance of success was 1/3 rd. \n\nThen the number of doors is reduced to two. So the chance that the other remaining door is the right one must be 2/3 rds. Because it cannot be the door that has been revealed to have a goat behind it. \n\nWhen you were choosing between three doors, the chance that it was behind one or other of the two doors you didn't choose was 2/3 rds. And it still is, except there is now only one such door left, it having been demonstrated that the other not-chosen door concealed a goat.\n\nIntuition suggests that once one door is eliminated, the chances are 1/2 for each of the two remaining doors, but intuition can be wrong. You can see why the Monty Hall problem generated such controversy, can't you? It has been puzzling and infuriating people for over 15 years now. This one will run and run.
1147031
You have to go to the nearest local Post Office and apply for a box.   If one is available, you will get it right away...but be prepared to pay.
483643
in this case ur mind and heart wud chose two diff options.. follow da choice of ur heart... it wil never let u down
275876
maybe a harry potter movie........i have a tricky little box
839527
Talk about a selection box!\nThis one had em all!
742592
i dont know if i could choose!!!
982554
I would write my number order down before the game starts, possibly using numbers personal to me birthdays etc (for no other reason than to have something interesting to say to Noel!) I would also write a figure of what I would be happy with, nothing less than about £20,000. I would also write down whether I'd swap the box at the end or not and stick to it.\nThis way if you mess it up and come away with nothing you can't beat yourself up saying "if only I'd picked that number first" etc or "if only I'd gone with my first instinct".
1014683
I have to many how can I possible choose one.
1092586
Probably "Three Lock Box"
630402
Well, you have to choose something!
1187319
pick three horses u like, and run an exacta box,   1 or 2 dollar box.  dont have to spend much and u can make big money if the right odds come in
676635
the logic is u should check one data entry frm each array and the one which is greater is to be put at the place of third array
102288
out of all these answers which 1 will u pick.
88852
yes ther has to be a minumum number of 3
779807
Yiu would first decide how many decimal places you are going to consider.  The usual is 3.  Then work it from there...;
1120721
which ever one you'll use
923578
put in a diifrent box like in a playstation box or a tv box or a pizza box j/k about that one